Here I want to draw your attention to the fact that a mathematical theory based on the number three need not look any further than the number of holes in west rebate:

There are three cylindrical holes in the rebate on the west side of the sarcophagus which have a depth of precisely 1.66 digits and a diameter of 9/8 digits. It has been proposed that the internal depth of the sarcophagus is 1.66 cubits (2½ cubits x 2/3) corresponding to the volume of a sphere with a diameter of 2.5 cubits in a virtual cylinder with a height of 2.5 cubits because the relative volume of a sphere to its encapsulating cylinder is 2 to 3. These holes were probably part of a locking mechanism with corresponding holes in the lid. The area of the holes is precisely one square digit for a diameter of 9/8 digits as calculated from the 8/9 ratio in RMP.

I note your amazing theory may be summed up as follows:

1/3 x 5 = 1.66 so no puzzle there because 5/3 = 2.5 x 2/3
and
1/3 x 9/8 x 5 = 1.875 or 1 and 7/8 so no puzzle there either which is quite close to the theoretical model but not exact.

You are quite right to point out that a square is apparently converted to a circle in the design of the antechamber and that a rectangle apparently converts to a circle in the design of the sarcophagus. Also both can be expressed in cubits.

Mark



Edited 1 time(s). Last edit at 11/10/2019 02:24PM by Mark Heaton.