I am convinced that the Great Pyramid's intended height and half-length of a side at the base were derived quite simply from the seked 5 1/2 as follows.

The intended height of the Pyramid is in royal cubits ten times the number of digits (28) in the rise of seked 5 1/2. 28rc x 10 = 280rc.

Half the intended length of a side at the base is in royal cubits ten times the number of digits (22) in the run of seked 5 1/2. 22rc x 10 = 220rc.

Length of a side at the base = 220rc x 2 = 440rc
Perimeter of the base = 440rc x 4 = 1760rc

Why seked 5 1/2?
Perhaps because it naturally incorporates pi as 3 1/7.


Robin (MJT)



We can't all be right, but we could all be wrong ...