## Great Pyramid Connectivity to Number Squares

Great Pyramid Connectivity to the 3 x 3 Number Square. I’ve written many blogs about the 3 x 3 number square. Perhaps there is no end to the multitude of connections it has to the Great Pyramid.  Here are a few internal links. They are many more.

## Neolithic Number Eight Permeates the Great Pyramid of Egypt

### Great Pyramid Connectivity

³

³

³

As per the featured picture: Two sets trisected lines, 2 vertically and  2 horizontally- make 12 struts. These 12 struts, geometry and the set numbers freely intermingled in antiquity. Ancients used a process that wouldnow  be called “synergy” by the definition of engineer-philosopher, R. Buckminster Fuller.  Richard Buckminster “Bucky” Fuller (12 Julie1895 – 1 Julie1983) was an American visionarydesignerarchitect, an inventor. He was a professor at Southern Illinois University.  Go to Epcot in Orlando. His mathematical theories  helped to construct the geodesic dome set at the entrance. Most have a difficult time understanding the meaning of synergy; however, here it is:

“Synergetics is the system of holistic thinking which RBuckminster Fuller introduced and began to formulate. … 102.00 Synergy means behavior of integral, aggregate, whole systems unpredicted by behaviors of any of their components or subassemblies of their components taken separately from the whole.

### Some Synergetic Thoughts

•  Thus, take the 12 struts  from the 3 x 3  number square. Square 12 as 12² = 144. This number is in the Fibonacci series: 1,1,2,3,5,8,13,21,34,55,89,144,233,377…each number is the sum of the preceding two. The Fibonacci series is framed by  hidden codes in the 3 x 3 number square. The framing numbers are ….5….55….555 + 55 (610) ….(Find the post)

Cube 12, as 12³ = 1,728. That ties 12  into the 3 x 3 number square in two ways:

1. 1,728 is the product of the 12 struts (6 vertical + 6 horizontal) cubed.
2. 1728 is also the product of the gnomon numbers of the 3 x 3 number square. The gnomon is illustrated in picture above. It is the 5-numbers that remain after the lower right four corner numbers are removed. Thus,   8 x 3 x 4 x 9 x 2 = 1728.

Conclusion: With Great Pyramid Connectivity we can theorize how a former Golden Age would have been maintained. Perhaps we can acquire better times by exploring such thinking?

## Dome Philosophy as Opposed to Angular Philosophy

Dome Philosophy as Opposed to Angular Philosophy. A dome has curved and fluid lines. One’s environment influences thinking. Therefore, interaction with the dome  makes for fluid, flexible thoughts. For the geodesic dome we are indebted to R.B. Fuller.

Richard Buckminster “Bucky” Fuller (/ˈfʊlər/; July 12, 1895 – July 1, 1983)[1] was an American architectsystems theorist, author, designer, and inventor. He published more than 30 books. In them he coined or popularized terms such as “Spaceship Earth“, ephemeralization, and synergetic. He also developed numerous inventions, mainly architectural designs, and popularized the widely known geodesic dome.

Buckminster Fuller would often ask architects, “How much does your building weigh?” They never knew. He believes that every pound should have a defined and necessary function. Fuller’s domes were triangulated. They had maximum strength for minimum weight.

### Dome Philosophy as per the Oquaga Spirit

It is no secret that space-time is a curved continuum.  Thus, the shape of the dome is in keeping with curved space.

I wrote a book of poetry while living around Oquaga Lake. I felt the presence of a spirit there. See picture below. Aptly, I named it the “Oquaga Spirit”. I sensed the spirit was a female from the Lennie Lenape. It is a product on DSOworks.com. You can freely sample me reciting some of the poetry on this inner link. If you are interested, you can also purchase the book.

### Dome Philosophy as per the Oquaga Spirit

This spirit dictated a poem to me entitled: Like a Ballerina. She used triple meter for almost the entire book. She also talks about how space-time is a curved continuum. This parallels Fuller’s  use of triangles with the dome shape. Orchestral conductors often conduct triple meter in circular fashion. In the poetry book she offers the following admonition and advice. This is excerpted from her poem, “Like a Ballerina”.

“Man likes duple meters.
His triple meters wane.
Return ye to the waltzes of Vienna,
And the vibrant boleros of Spain.

What we have here is the musical wave of both the past and future. As a pianist, I’m sure to play a good share of music in 3/4 time on my jobs.