Mirrored pyramid is implied by the Great Pyramid of Egypt.

Mirrored Pyramid Makes an Octahedron

Mirrored Pyramid Makes an Octahedron. Look at a square based pyramid. An upside down pyramid can form an octahedron with it. See picture below.  Now do this with the Great Pyramid of Egypt. The featured picture shows such a blueprint. See the featured picture. It is an excerpt from page 16 of my Staff of God, Volume II. 

First, what is the Great Pyramid of Egypt? The Great Pyramid of Giza (also known as the Pyramid of Khufu or the Pyramid of Cheops) is the oldest and largest of the three pyramids. They are in the Giza pyramid complex bordering what is now El GizaEgypt. It is the oldest of the Seven Wonders of the Ancient World. Also, it the only ancient wonder that remains largely intact. Feel free to read these two internal links. As will can see, I have written on subjects for quite a number of links.

Great Pyramid Archives – DSO Works

Uniting Music and Measure at the Great Pyramid of Egypt – DSO Works

The Great Pyramid of Giza

Mirrored image is implied by the Great Pyramid to form an Octahedron
The Great Pyramid of Egypt is quite a puzzle..

Now for the my most recent blog.

Mirrored Pyramid Reveals Intended Mathematical Wonders

Mirrored pyramid with a square base forms an octahedron.
An octahedron is the complete intended construct of the Great Pyramid of Egypt.

The basis of a lost Golden Age was the 3 x 3 number square. It has countless hidden number codes.  They were once understood and activated. An example of its use is in the featured picture.

  • The radius height is 275 shorter Egyptian cubits. That radius has a circumference of 1728 cubits. Note the 3 x 3 number square gnomon. As pictured, 8 x 3 x 4 x 9 x 2 = 1728.
  • The core number of the 3 x 3 number square is 5. The 5 cubit tip is missing from the tip. This blog shows its number square source.
  • Circle’s diameter of 550 cubits is also numbered by the 3 x 3 number square. DSOworks.com gives ample instructions for discovering lost number codes. 55 is the average of any two opposite numbers as 49 + 61 = 110. They average 55. Similarly, you can find 110 in 16 different ways on this square. Zero as in 550, was not a recognized as an actual number. On the 3 x 3  number square it is a composite. It is the sum of any two sets of opposite numbers.
Two ancient reads from one diagram.

Two Ancient Reads From One Number Set

Two Ancient Reads From One Number Set. My intent is demonstrate how both the larger Egyptian cubit and the standard Palestinian cubit come from a certain division of these numbers. Above is the traditional arrangement of the 3 x 3 number square. There are many more solutions. With those, the following must be constant:

  1. Number 5 must occupy the center in all arrangements.
  2. Even numbers must occupy the four corners.
  3. Odd numbers must be set on the perimeter between two even numbers.
  4. However, even number can trade places with even numbers. Odd numbers can trad places with odd numbers.

For the blog of “two ancient reads” we consider only the traditional arrangement. First we must see who gave rise to realizing this division of the square of three in the particular manner that I will present. Abu Mūsā Jābir ibn Hayyān (Arabicجابر بن حیان‎‎, Persianجابر بن حیان‎‎, often given the nisbahs al-Bariqi, al-Azdi, al-Kufi, al-Tusi or al-Sufi; fl. c. 721 – c. 815),[6] also known by the Latinization Geber, was a polymath: a chemist and alchemistastronomer and astrologerengineergeographerphilosopherphysicist, and pharmacist and physician. Born and educated in Tus, he later traveled to Kufa. He has been described as the father of early chemistry.[7][8][9]

Jabir ibn Hayyan.jpg

15th-century European portrait of “Geber”, Codici Ashburnhamiani 1166, Biblioteca Medicea Laurenziana, Florence

Finding the Two Ancient Reads in the One Number Square

“Geber” divided that square of three in many ways. I merely found how ancient measures apply to his formulas. He developed the concept of corner v. gnomon. A corner is a particular set of four corner numbers, The corner we will consider today has numbers: 5,7,1 and 6. The gnomon is the five leftover numbers. They are 8,3,4,9 and 2. Perform the following operations:

  • Multiply the 4 corner numbers: 5 x 7 x 1 x 6 = 210. The Palestinian cubit is 2.107 feet.
  • Multiply the numbers of its gnomon: 8 x 3 x 4 x 9 x 2 = 1728. The larger Egyptian cubit is 1.728 feet.

The backbone of the former Golden Age was the 3 x 3 number square. When all know how it works, we will have another Golden Age of Plenty and Peace. It’s as simple as that!

The Stamping Mill of the Universe

Musical tones come from this basic number square and is a Universal constant

Henry David Thoreau

“I do believe in simplicity. It is astonishing as well as sad, how many trivial affairs even the wisest thinks he must attend to in a day; how singular an affair he thinks he must omit. When the mathematician would solve a difficult problem, he first frees the equation of all incumbrances, and reduces it to its simplest terms. So simplify the problem of life, distinguish the necessary and the real. Probe the earth to see where your main roots run. ”
Henry David Thoreau
The Stamping Mill of the Universe is the above number puzzle. It is the smallest number square that can be constructed where the numbers have the same total whether they added vertically, horizontally or diagonally three numbers at the time.  The total is always 15. In this form, the number pattern is freed, as my favorite philosopher Thoreau states,  from all incumbrances. What you are about to read is an excerpt from my book, The Staff of God, vol. II about how various civilizations around the world used this tiny balanced number grid for their engineering projects. I think I am one of the first to rediscover the use of this grid. My source for the various cultural measures is Historical Metrology by  A.E. Berriman. Here is the reference to my work that I wrote in iambic pentameter.

The Stamping Mill of the Universe: Gnomons and Corners of the Square of Three

A gnomon is the part of the geometrical figure that remains after the corner 4 numbers are removed.  In the above number square, 4,9,3,5 is the upper left corner. The gnomon that remains is defined by 2,7,6,8,1. One Irish mile = 6,720 feet. The product of 2 x 7 x 6 x 8 x 1 = 672.   672 x 10, the characteristic number of this square (any 2 opposite numbers total 10). We arrive at the number of feet in the Irish mile: 6,720.

The Welsh civilization (on the neighboring island), use the gnomon  located on the upper right corner. The corner is defined by 9,2,5,7. When we multiply the numbers of its gnomon: 4 x 3 x 1 x 8 x 6 = 576.  Then 576 x 10 =  5,760 ; the number of feet in the Welsh mile.

The foot is not an anachronism. Samples of a cubic inch of gold for weight measures from Egyptian, Greek and Babylonian civilizations are to be found at the British Museum. The 12 edges of the cube total 1 foot as its 12 edges x 1 inch/edge = 12″ or an English foot. In a blog where I’m limited to 500 words, this suffices. It puts the principle across that I elaborate on my Staff of God vol. II (Not yet available to the public). I have made a compendium of the correspondence of cultural measures derived from this balanced square. The point is, in one word, “balance.” Where there is balance, there is a lack of war, fighting and strife as no side gains the upper hand; they co-exist equal and in harmony like the scales of a balance.  Incidentally, gnomically dividing the square of three was a custom and an important aspect of the Arabic school of Jabirism. Jabir Ibn Hayyim traced it roots back to Hermes; and Hermes traced this custom back to Ariel. In conclusion, The Stamping Mill of the Universe is the smallest and most basic, balanced number square that can be constructed; and when any civilization is based on balance, peace and plenty become its fruit.