Welcome To The Ra Math
Lesson On The Snowflake Pattern
Lesson 7



The Ra Snowflake
Pattern

The Ra system has revealed a basic geometrical pattern that I believe will
someday totally explain the structures of the elements and living cells.
This pattern is proportioned by units of nine.In several cases the centers of
3 spheres that are aligned on a common strut manifest the 'phi proportion'
(sacred cut)

The Ra Pattern is shown once again below. Notice that each sphere has been assigned an identification number from 1 to 17.

Excluding the value of the center sphere, the spheres that oppose each other in the pattern total 18 units in value. For example: 1 (coded red) + 17 (coded red) = 18, or 5 (coded blue) + 13 (coded blue) = 18.

These opposing spheres which total 18 units in value are presently referred to as "system sisters."

When the values of any 3 spheres that are situated on a particular strut are added, the result in every case totals 27. For example: 1 (red) + 9 (center of pattern -red, blue and green)+ 17 (red) = 27. Or, 16 (green) + 5 (blue) + 6 (red) = 27.

Study this symmetrical numerical arrangement carefully.
Many find the pattern itself pleasing and comforting to look at.

The fact that the values of 3 spheres on a particular strut total 27, brought to mind one of the prime components of the Ra System of Mathematics, which consists of 27 "repitans." The Ra repitans are actually fractions of the number 27. i.e.. 1 / 27 = .037037 - - -, 2 / 27 = .074074 - - -, 3 / 27 = .111111 - - - ect. .

See Nefer's Temple (link titled "The S.E.T.I. Messages) to view the unique repitan patterns and their harmonious mathematical relationships.

Ra repitans and plus and minus sequences are multiples of the "fine structure constant" for the element hydrogen. This fact is demonstrated next:

REPITANS

1 / 27 = .037037 - - - / .001371742 (fine structure constant) = 27. (t.o.n. 1).
2 / 27 = .074074 - - - / .001371742 (fine structure constant) = 54. (t.o.n. 2).

1 / 81. (3 x 27) = .01234567m 89 / .001371742 (fine structure constant) = 9.
8 / 81. (3 x 27) = .098765432m0 / .001371742 (fine structure constant) = 72.

The fact that Ra repitans are multiples of the fine structure constant for hydrogen suggests the possibility that the repitans and their patterns represent a mathematical description of the basic atomic particles, which are called "quarks."

The Ra Snowflake pattern is shown once again below. In this case the sphere values have been identified by their respective repitan (n / 27) and sequence values (n / 81.). The spheres are also identified by the A, B, and C repitan patterns.

Notice that the system sister spheres 1 and 17 respectively have 1+ and 1- sequence values and the system sister spheres 5 and 13 respectively have 2+ and 2- sequence values. All system sisters have these polaric relationships.

The following illustration is called the large snowflake pattern. It is formed by adding a sphere to the outer spheres of the basic pattern. The added spheres and the original that it is attached to in every case total 27 and likewise in every case these spheres are opposite in polarity. i.e. 1 (1+) + 26 (1-) = 27. The added spheres and those they are attached to are called "system brothers."

The Ra Snowflake Pattern could be viewed as a wheel with an axle or axis strut. This central strut would have the center sphere (master 9) as its center. The logical arrangement and sphere values are shown in the following illustration. Notice that the spheres on this strut are arranged on the order of the "phi proportion (sacred cut)."

Also depicted is the idea of the spheres being hollow and having an inside diameter of 27 units and outside diameter of 37 units. The ratio between the inside diameter and outside diameter would be 1.370370 - - - or 999. fine structure units.

When a section of 6 spheres are cut from the large
snowflake pattern they form the shape of a pentagram.
The 6 sphere values total 81 (9 x 9).

The following illustration shows the relative locations in the snowflake pattern of each of the repitans of a particular block. Notice that "system brother" blocks sum up to 10 or 11 and "system sister" blocks sum up to 7 or 8 . Three block on a strut total 10 or 11.
The axis strut shown earlier can also be viewed in the form of repitan blocks

The numbers in the "Ra Table of Nines (T.O.N.) also fit perfectly in to the sphere configurations of the large snow flake pattern, as seen in the following illustration. The even T.O.N. values are color coded blue and the odd values are color coded red.

The value of any three sphere values on a strut total 729 (27 x 27). The number 729 is the reciprocal of the "fine structure constant for hydrogen."

For this numerical arrangement to work the center sphere must have the value of 000. (zero).

The axis strut for the T.O.N. version of the snowflake pattern would have spheres in line that have the values: 486 - 513 -000 - 243 - 756.

Iron, cobalt, and nickel are said to be the 3 basic magnetic elements in the periodic table.

When their respective atomic numbers are added we get the following result: 26 +27 + 28 = 81 (9 x 9). Remember when 81 is used as a divisor the results are either + or - Ra sequences (multiples of the fine structure constant for hydrogen).

Atomic number 81 belongs to the element thallium. This element is situated between the elements mercury (80) and lead (82).

I find it curious that that radioactive elements eventually transform in to lead (82). This suggests that the radioactives are some how physically stopped from transforming in to elements with atomic numbers of 81 or less, by some physical law that is related to the number 81.

Copyright 1987 by Wesley H. Bateman. All rights reserved.