Using the old stand bys - 9 by 11

[Don Barone]

Hi all.

I was sitting here thinking that maybe it would work just as well without using sq rt of 3 and sq rt of 2 and decided to use instead 9 by 11 but instead of my trusted friend The Giza Rectangle I decided to upgrade to a newer model, The Giza Circled Square. Thus I began with extending the 9 side to 11 and got a square 11 on all sides as shown below in Diagram 001.

I then drew in the circle that was equal to the perimeter of our square or 44 / Pi / 2 and it comes to 7.0028175. For my diagram I scaled 7 and came up with this. Diagram 002

I then drew in the line that divides the east side into the golden mean as shown below in Diagram 003

I then showed by red and blue the division of The Golden Mean as shown in the following two images, Diagram 004 and 005

I then decided to draw a line between the two marks that divide east and west Phi and got this (quite a breakthrough actually) and extended it out to where the line meets the circle at both ends. See Diagram 006 below.

Then I labelled it in Diagram 7

Next I divided 11 by Phi (1.618034) to get the lengths of the blue and red lines as seen on Diagram 008

Next I calculated the missing length and showed it in green as seen on Diagram 009

Now if you have been following my postings you will know that I had already claimed that the angle of the ascending and descending passageways in The Great Pyramid were 26.565 degrees which is twice the value i claimed for the deflection angle of Khafre's causeway so I got a program (Irfan) and custom fine turned it to the right 13.282 degrees and came up with the image you see which is Diagram 010

Next up I drew the new horizontal line to the meeting place of Phi and the sloping orange line as observed in Diagram 11

The angle now created was the same ( in my opinion ) as the ascending passageway in The Great Pyramid and all that was left now was to scale for the bottom descending angle and it looks like this as per Diagram 012

It was starting to look an awful lot like The Great Pyramid and so I said to myself, self maybe we can find the Great Pyramid within this diagram. I then went looking for it ... The first thing I needed to do was to draw our new vertical centre line and it looked like this as shown in Diagram 013

I then through trial and error because at first i thought the pyramid might start on the circle I came up with this. It is in my humble opinion ... brilliant insight as I am apt to get. Please enjoy Diagram 014

But this was incorrect so I needed to make an adjustment. And that's where I am ...

Cheers

db

[Don Barone]

So I tried this and I am not quite sure if it is correct I will have to do the math and the trig to double check.

I then did this ... in Diagram 019

Well that's it for now ....

db