The Enneagram by Marko Rodin
THE SEAL OF SOLOMON - A MATHEMATICAL KEY TO THE GREAT PYRAMID
©2002 Scot C. Nelson (Hawaii USA 96760)
Abstract. A solution is proposed for the mathematical formulation of Solomon’s Seal published by J.J. Hurtak (The Keys of Enoch, 1977). The original published formula shows the identity and position of triangular arrays of numbers that are arranged in a diamond-shaped lattice formation. The solution lies in adding the missing numbers to the lattice and expanding the lattice to create a digital map the Great Pyramid in perfect harmonics.
The Seal of Solomon
The Seal of Solomon is an ancient Hebrew symbol. It symbolizes the interpenetration of two things, two media, two principles, or two levels. In the geometric case, the Seal of Solomon is the symmetrical intersection of two triangles, one pointing up and one pointing down:
SEAL OF SOLOMON
One triangle ends as a point in the other where apex and base meet. There is a diamond shaped intermediate area where both triangles intersect. There are four triangle shaped corner areas where no intersection occurs. The two triangles are balanced in size and represent the principle of Hermes, “as above, so below.” The Star of David is a variation of the Seal of Solomon.
A
The Seal of Solomon: a mathematical formula.
According to J.J. Hurtak in The Keys of Enoch, “There exists a sacred formula to be read on different levels to function as a mathematical key. The formula is expressed as:
1
3
1
.
.
9
1
9
.
.
1
1
And, “I was told that the Higher Evolution in working with the grid structure of the great Pyramid used this formula to coordinate the Great Pyramid with the other grids of light. The formula includes the following mathematical arrangements: 1.3.1, 1.1.1, 9.3.9, 9.1.9 (where 1 and 9 are superimposed upon the same space). This arrangement can be used to create electromagnetic propagation functions in the midst of lattice formation.” (from J.J. Hurtak, The Keys of Enoch).
Solution to the Seal of Solomon formula.
The Seal of Solomon is an array of numbers. The dots in the formula indicate that there are missing numbers. The empty spaces in the lattice below show the locations of the remainder of the missing numbers. To solve the formula one must find the all missing numbers and expand the lattice.
1
.
3
9
.
.
1
1
.
9
1.3.1 and 9.1.9 are nodes in a number lattice.
The dots between the primary nodes are replaced with numbers. The number ‘2’ is midway between ‘1’ and ‘3’. The number ‘5’ is midway between the numbers ‘1’ and ‘9’. The number ‘7’ is midway between the numbers ‘3’ and ‘1’ when moving along the number circle 1-9.
1
2
5
3
9
2
7
1
1
5
9
Recognizing that these numbers are parts of longer number sequences, fill in all of the missing numbers, where the harmonic axis is perpendicular to the linear axis.
1
2
1
5
3
9
6
6
9
2
9
7
5
1
1
1
6
5
1
5
6
1
9
Where:
3-2-1…descending linear* (9-8-7-6-5-4-3-2-1)
1-2-3... ascending linear (1-2-3-4-5-6-7-8-9)
1-5-9... ascending harmonic (2-6-1-5-9-4-8-3-7)
9-5-1…descending harmonic (7-3-8-4-9-5-1-6-2)
Expanding Solomon’s Seal
The expanded lattice consists of nested, opposing number sequences: the linear sequence (m1/8) and the harmonic sequence (m4/ 5).
Red boxes: the red boxes in the diagram below highlight the numbers of the main linear axis (9-8-7-6-5-4-3-2-1). The right side of the lattice mirrors the left side. Adjacent number series ascend or descend in opposite directions.
Gray boxes: the gray boxes in the diagram below highlight some numbers of the harmonic axis (4-8-3-7-2-6-1-5-9).
7
5
1
5
R
8
4
2
1
9
9
3
3
9
6
4
1
2
4
8
7
8
2
1
5
7
8
L
3
9
6
6
9
2
9
7
5
1
1
1
6
5
1
9
2
5
6
1
8
3
4
7
9
4
3
8
8
2
9
7
Expand the matrix to include more numbers. The center of the mirrored lattice is the yellow 1. The line of red numbers is the linear axis (x-axis), descending and ascending from the center number 1. The sequence of blue numbers is the harmonic axis (y-axis). There is left-right symmetry about the blue harmonic axis.
2
4
8
7
5
1
2
4
8
7
5
1
5
7
8
4
2
1
5
7
8
4
2
1
7
9
3
3
9
6
6
9
3
3
9
6
8
3
4
8
7
5
1
2
4
8
7
4
3
8
8
4
2
1
5
7
8
2
9
7
4
3
9
6
6
9
1
6
5
2
9
7
5
1
5
6
1
1
6
5
1
1
7
9
2
5
6
1
8
3
4
7
9
3
4
3
8
8
2
9
7
1
Figure 1. Digital map of a portion of the Great Pyramid of Giza, after expansion of the Seal of Solomon number lattice. The yellow 1 being the capstone at the top/center.
POLARIZATION: Numbers are polarized. Numbers within diagonals have the same polarity. Numbers within rows and columns have alternating polarity
The harmonic axis (4-8-3-7-2-6-1-5-9)
The “harmonic axis” of the Great Pyramid is the number series 4-8-3-7-2-6-1-5-9. The axis is referred to as “harmonic” because the 4-8-3-7-2-6-1-5-9 series is found within all musical overtone series.
For example, take an overtone series based upon C vibrating at 256 hz as the fundamental tone. Then, convert the hertz values for frequency (e.g., C=256) to single digits (e.g., 4) using mod 9 transformation (e.g., 256 is congruent with 4 mod 9) (Table 1).
Table 1. Sixteen notes in a musical overtone series based on C vibrating as the fundamental tone
at 256 hertz (hz). A repeating, 9-digit number sequence si revealed (4-8-3-7-2-6-1-5-9) when the frequency values for hertz converted to their mod 9 congruent values.
Note
Interval
Solfege
Harmonic
Frequency
mod 9*
1. C
Unison
do (1)
1st partial
256 hz
4
2. C
Octave
do (2)
2nd partial
512 hz
8
3. G
Perfect fifth
sol (1)
2nd partial
768 hz
3
4. C
Octave
do (3)
4th partial
1,024 hz
7
5. E
Major third
mi (1)
5th partial
1,280 hz
2
6. G
Perfect fifth
sol (2)
6th partial
1,536 hz
6
7. Bb-
Minor seventh
sib (1)
7th partial
1,792 hz
1
8. C
Octave
do (4)
8th partial
2,048 hz
5
9. D
Major second
re (1)
9th partial
2,304 hz
9
10. E
Major third
mi (2)
10th partial
2,560 hz
4
11. F#-
Augmented fourth
fa# (1)
11th partial
2,816 hz
8
12. G
Perfect fifth
sol (3)
12th partial
3,072 hz
3
13. A-
Minor sixth
lab (1)
13th partial
3,328 hz
7
14. Bb-
Minor seventh
sib (2)
14th partial
3,584 hz
2
15. B
Major seventh
si (1)
15th partial
3,840 hz
6
16. C
Octave
do (5)
16th partial
4,096 hz
1
*the mod 9 equivalent of the numeric value for hertz (frequency) (e.g., 256 hertz = 2+5+6 = 13 = 1+3 = 4).
Mathematically, the harmonic axis of the Great Pyramid map is the multiplication series for the polar number pairs 4 and 5 (Table 2).
Table 2. The mod 9 multiplication series for polar number pairs.
mod 9 Multiplication Series for Polar Number Pair 1-8
1
151 = 1
152 = 2
153 = 3
154 = 4
155 = 5
156 = 6
157 = 7
158 = 8
159 = 9
8
851 = 8
852 = 7
853 = 6
854 = 5
855 = 4
856 = 3
857 = 2
858 = 1
859 = 9
mod 9 Multiplication Series for Polar Number Pair 2-7
2
251 = 2
252 = 4
253 = 6
254 = 8
255 = 1
256 = 3
257 = 5
258 = 7
259 = 9
7
751 = 7
752 = 5
753 = 3
754 = 1
755 = 8
756 = 6
757 = 4
758 = 2
759 = 9
mod 9 Multiplication Series for Polar Number Pair 3-6
3
351 = 3
352 = 6
353 = 9
354 = 3
355 = 6
356 = 9
357 = 3
358 = 6
359 = 9
6
651 = 6
652 = 3
653 = 9
654 = 6
655 = 3
656 = 9
657 = 6
658 = 3
659 = 9
mod 9 Multiplication Series for Polar Number Pair 4-5
4
451 = 4
452 = 8
453 = 3
454 = 7
455 = 2
456 = 6
457 = 1
458 = 5
459 = 9
5
551 = 5
552 = 1
553 = 6
554 = 7
555 = 2
556 = 3
557 = 8
558 = 4
559 = 9
mod 9 Multiplication Series for Number 9
9
951 = 9
952 = 9
953 = 9
954 = 9
955 = 9
956 = 9
957 = 9
958 = 9
959 = 9
Hotmail grandunifiedfieldtheory@hotmail.com
From: Scot Nelson Save Address Block Sender
To: "Marko Rodin" Save Address
Subject: Re: Encouragement
Date: Mon, 17 Jan 2000 15:48:27 -1000
Dear Hi-d and Marko,
I may have cracked the code for the Great Pyramid, and it corresponds
exactly to your work. I discovered this after trying to solve the
sacred formula published by J. J Hurtak in "The Keys of Enoch".
Hi-d and Marko, by viewing the attached files now you have the knowledge
of the Great Pyramid. **Please do not distribute this information unless
something happens to me. I just want you to have it also! **
The attached .jpg files are my solution to the sacred formula published
by Hurtak in "The Keys of Enoch" on page 76. One .jpg file has the
"formula" included as an inset.
In short, there are FOUR Rodin Tori INTERLOCKED (I think) to form the
Great Pyramid. This bears out the truth of Hurtak's sacred formula for
the Great Pyramid (page 76).
The following is a quote from J.J. Hurtak's book, "The Keys of Enoch".
In the book, he presents a "sacred equation". I discovered that the
equation turns out to be a replica of the ABHA Torus.
------------------------------------------------------------------------------------------
KEY 108:21 [KEYS OF ENOCH] page 76.
"There exists a sacred formula top be read on different levels to
function as a mathematical key. The formula is expressed as:
(show diagram).
I was told that the Higher Evolution in working with the grid
structure of the Great Pyramid used this formula to coordinate the Great
Pyramid with the other grids of Light. The formula includes the
following mathematical arrangements: 1.3.1, 1.1.1, 9.3.9, 9.1.9 (where 1
and 9 are superimposed upon the same space). This arrangement can be
used to create electromagnetic propagation functions in the midst of the
lattice formation." J. J. Hurtak
------------------------------------------------------------------------------------------
Please refer to the attached jpg files.
HURTAK EQUATION SOLVED.
The numbers within the Hurtak equation represent a lattice of stationary
vertices (where vertices are numbers 1-9). The "dots" in the Hurtak
figure represent missing numbers in the lattice. Numbers shaded in RED
in the figure represent the original Hurtak equation numbers in the
original spatial configuration.
9's become 1's in the missing set of three units (see diagram).
1 is at the Center of the 4-plex ABHA toroidal vortex.
The following ABHA torus number sequences are evident on the Hurtak
Sacred Equation Map:
Two doubling circuits (1-2-4-8-7-5)
Equipotential Major Groove (9-3-3-9-6-6)
Antithesis Nexus Key (as in ABHA Torus)
Horizontal (harmonic) Axis (7-3-8-4-9-5-1-6-2)
Vertical (linear) Axis (9-8-7-6-5-4-3-2-1)
1. The Horizontal Axis, shaded in blue-grey (7-3-8-4-9-5-1-6-2), splits
the lattice into TWO, mirrored and symmetrical number maps.
2. The Vertical Axis, shaded in gray (9-8-7-6-5-4-3-2-1), splits the
lattice into TWO, mirrored and symmetrical number maps.
3. Thus, there are four, mirrored ABHA quadrants in the Great Pyramid.
4. Each quadrant of the Great Pyramid represents an intersecting section
of a single, ABHA toroidal field, probably.
5. There are four toroidal fields interacting to comprise the completed
pyramid.
6. The main principle expressed here is the "harmonic arrangement of
linear emanations."
Understand that there are FOUR MIRRORED QUADRANTS, with the "NUMBER 1"
(yellow) at the CENTER, the APEX of the pyramid.
Number one (1) is at the top (apex) of the Pyramid.
Scot
www.aerodynamicsss.com
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