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Aspects of the Great Pyramid
07/17/2018

The casing stones, 144,000 in all, were so brilliant that they could literally be seen from the mountains of Israel hundreds of miles away. On bright mornings and late afternoons, sunlight reflected by this vast mirrored surface of 5-1/4 acres distinguished the Pyramid as being visible from the moon.

(Note: For those interested in possible symbolic significance, in Bible prophecy 144,000 is the number of people—12,000 from each of the 12 tribes of Israel—who are supposed to evangelize the world at the end time, and ever be next to God for all eternity.)

The people of the area had viewed the Pyramid and its polished stones with awe for centuries. But when a 13th century earthquake loosened some of these casing stones, the Arabs recognized a great quarry of precut stones that could be used to finish off palaces and mosques. For instance, the casing stones were used to rebuild the new city of El Kaherah plus Cairo mosques and palaces, including the Mosque of Sultan Hasan.

Amazingly, the outside surface stones are cut within 0.01 (1/100th) inch of perfectly straight and at nearly perfect right angles for all six sides. And they were placed together with an intentional gap between them of 0.02 inch. Modern technology cannot place such 20-ton stones with greater accuracy than those in the Pyramid.

Even more amazing is that the 0.02-inch gap was designed to allow space for glue to seal and hold the stones together. A white cement that connected the casing stones and made them watertight is still intact and stronger than the blocks that it joins.

Let's pause from our tour for a moment's rest and reflection. Whoever built the Pyramid used a technology that we still do not possess today to cut, move, and cement stones. Whoever built it also had some knowledge of the Earth, because it was built in the right spot—one of the few places that would support such a great weight. It is estimated that it has settled about 0.25 inches since it was built. while much less massive modern buildings settle inches in a matter of a decade or so. The builder also knew where the greatest land mass of the Earth was in both the North-South and East-West directions.

We know from geometry that there is a universal relationship between the diameter of a circle and its circumference. Consider this: The height of the Pyramid's apex is 5,812.98 inches, and each side is 9,131 inches from corner to corner (in a straight line). If the circumference of the Pyramid is divided by twice its height (the diameter of a circle is twice the radius), the result is 3.14159, which just happens to be pi. Incredibly, this calculation is accurate to six digits. So the Pyramid is a square circle, and thus pi was designed into it 4,000 to 5,000 years ago. Pi is demonstrated many times throughout the Pyramid.

Other numbers are also repeated throughout. Each of the Pyramids four walls, when measured as a straight line, are 9,131 inches, for a total of 36,524 inches. At first glance, this number may not seem significant, but move the decimal point over and you get 365.24. Modern science has shown us that the exact length of the solar year is 365.24 days.

All of the evidence in the Great Pyramid shows that 4,600 years ago somebody knew a great deal about the Earth. But it gets better, much better: The average height of land above sea level (Miami being low and the Himalayas being high), as can be measured only by modern-day satellites and computers, happens to be 5,449 inches. That is the exact height of the Pyramid.

All four sides of the Pyramid are very slightly and evenly bowed in, or concave. This effect, which cannot be detected by looking at the Pyramid from the ground, was discovered around 1940 by a pilot taking aerial photos to check certain measurements. As measured by today's laser instruments, all of these perfectly cut and intentionally bowed stone blocks duplicate exactly the curvature of the earth. The radius of this bow is equal to the radius of the Earth. This radius of curvature is what Newton had long been seeking.

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