Although I am not an advocate of the 9 × 11 Giza Grid Theory, several years ago I found a pair of cursory linkages that possibly connect it to the dimensions the Pyramid of Menkaure (G3). I have exhausted every avenue for follow-up research on these two points, and I have made absolutely no headway. Therefore, it is time to offer it up to smarter minds than mine to see what others can produce.
Manu Seyfzadeh has two online postings at Manu 1 and Manu 2 that include a picture of some inscriptions on the enclosure wall of the Edfu Temple. He translates them as:
The 9:11 or 9×11 proportionality of the 90 and 110 cubit measurements has been linked to the Giza pyramids via the work of John Legon, Jacob Boaz and others.
I examined these particular measurements in relation to the triangles that can formed from their manipulation.
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The first two triangles in the pic are in focus here.
When the first two blue measurements are doubled, the results are very close to two of the dimensions for the Pyramid of Menkaure (G3).
The first figure of 284.253408071 resembles that for the base diagonal of G3:
√(90² + 110²) = 142.1267040355
142.1267040355 × 2 = 284.253408071 royal cubits
284.253408071 ÷ √2 = 200.9975124224 ⭢ 201 royal cubits
The second figure of 126.4911064068 resembles the height measurement for G3:
√(110² – 90²) = 63.2455532034
63.2455532034 × 2 = 126.4911064068 ⭢ 126.5 royal cubits
As Hamilton rightly points out on page 20 of The Pyramid of Menkaure, at Giza: A Layman’s Guide (2020), a reasonable height estimate for G3 can go as high as 128 royal cubits.
What are people thoughts on these observations?
Manu Seyfzadeh has two online postings at Manu 1 and Manu 2 that include a picture of some inscriptions on the enclosure wall of the Edfu Temple. He translates them as:
Quote
“Behold the cubit of the Architect proclaimed Ra. One hundred-and-ten because it strides right, ninety because it gives a stable shine. ‘Cubit Arise!’ said the falcon and so arose The Cubit.”
The 9:11 or 9×11 proportionality of the 90 and 110 cubit measurements has been linked to the Giza pyramids via the work of John Legon, Jacob Boaz and others.
I examined these particular measurements in relation to the triangles that can formed from their manipulation.
The first two triangles in the pic are in focus here.
When the first two blue measurements are doubled, the results are very close to two of the dimensions for the Pyramid of Menkaure (G3).
The first figure of 284.253408071 resembles that for the base diagonal of G3:
√(90² + 110²) = 142.1267040355
142.1267040355 × 2 = 284.253408071 royal cubits
284.253408071 ÷ √2 = 200.9975124224 ⭢ 201 royal cubits
The second figure of 126.4911064068 resembles the height measurement for G3:
√(110² – 90²) = 63.2455532034
63.2455532034 × 2 = 126.4911064068 ⭢ 126.5 royal cubits
As Hamilton rightly points out on page 20 of The Pyramid of Menkaure, at Giza: A Layman’s Guide (2020), a reasonable height estimate for G3 can go as high as 128 royal cubits.
What are people thoughts on these observations?