How Do You Make Small Replica Of The Great Pyramid To Study Power?
Study the Great Pyramid of Egypt and you’ll know the sides are not equilateral triangles. There is also a power unexplained by science that can be demonstrated by simple tests. Strangely, this power has been reported to stop when the sunspots stop in their 11 year cycle. Let’s start with the formula for the shape: the perimeter of the pyramid’s square base equals the circumference of a circle whose radius equals the height of the pyramid. (See diagram.) Use the Pythagorean Theorem to do the number crunching, and you’ll discover that the following measurements work well. Pick your unit of measurement: centimeters, inches, feet, or any fraction thereof. Make 4 isosceles triangles with a base of 9.5, and sides of 9. The height will be just over 6. (More exact measurements: triangle base, 9.5000; sides, 9.0389; pyramid height, 6.0479.) Attach a square base to the pyramid to keep it square and align it with magnetic north. Cut an entry in one or more sides of the pyramid if needed for your
