Little Tommy's 3rd Ancient Egyptian Geometry Lesson

[Don Barone]

Hi all. I happened to hear that Little Tommy had read my "Kiss" Triangle posting and was wondering if I could expand on it. Well before I do I really need to remind you all that I have said all along The Architect kept it simple and in this next series of drawings "The Creator" even surprised me.

We have long wondered, or at least I have, why 9 x 11 ? Why 440 and 411 201.5. I think after seeing these next couple of drawings it may be a little clearer.

Nick L was/may still be a poster at The Graham Hancock Forum. It was there that I first suggested that if The Great Pyramid at 440 cubits was equal to Mercury then the long side in my Giza Rectangle would equal Mars. It was close but disappointingly not close enough. Nick was inspired however and in my 9 x 11 rectangle ingeniously found Mars by taking the diagonal of G3 of 285 (284.96) off of 880 or 2 x 5.5 or 11.

Here are those drawings









And so as I looked at these pictures I started to wonder. Was it really this easy ? Did The Architect really make it this simple ? And so the idea I had formed in my head I put to paper and lo and behold The "KISS" Rectangle proved to be more rewarding than even I could have imagined for by using the simple 9 by 11 Triangle and 440, 411 and 201.5 we have/had found

Mercury
Venus
Earth
Mars

and now I unveil

Ceres !!!



And so now we make our triangle larger in an attempt to find the other wanderers.

By the way Little Tommy fainted when he saw this

Amen

[Don Barone]

Well sadly I have to let Little Tommy know that it didn't want to work for the outer planets.

I tried two different methods.

The first was swinging the long side of our triangle and adding it to the hypotenuse and the second was adding the preceding three results together to get the fourth using Earth as a, Mars as b, and Ceres as c .

Here are the two results NOT TO SCALE





Back to the drawing board

[Don Barone]

I noticed some numbers were missing on the first drawing so I have added them here.