When You Use The Distance Formula You Are Building A The Great Pyramid Is A Time Machine

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The Great Pyramid Is A Time Machine

If I were to build a time machine, it would have a very straightforward design. It would have a square base with four isosceles triangles as its walls. Its interior would be filled with a large mass of dense material such as granite or limestone. Despite our conventional image of a Hollywood-inspired time machine, my time machine would not be all electronic devices. Simply put, my time machine would resemble the Great Pyramid of Egypt. If we look analytically at my equation, Rainer’s time longevity equation, we notice that time (T) is the inverse of distance (D), mass (M), and energy (E).

Rainer’s Longevity Equation

T=√D2x M x 1/E

Obviously, we can travel forward in time by traveling in a very fast spaceship (magnified D). Our personal clock has slowed to a near standstill while those living on earth tick on. We can also freeze our bodies to almost absolute zero, thus greatly reducing our basal metabolism (decreasing E). Obviously, this is not the most comfortable experience imaginable. Eventually, we could build a huge pyramid-like structure with very high mass (increase M). The inner chamber could be equipped with a ventilation chamber system that would allow access to air and food. Sound familiar? The Great Pyramids of Egypt fit this description exactly.

If we were to test our time machine by placing a five-year-old child in its chamber, an outsider looking into the inner chamber of the pyramid would notice that the child would barely age after ten years. However, a child peering out of the pyramid would notice that his observers on the outside of the pyramid are rapidly aging before his eyes. Also, if the child were to wear a watch, his time would be significantly less than the outside of the pyramid when he appears. The boy would have actually traveled to the future. Time is relative, and the pyramid, due to its extremely large mass (M), has the ability to change time in its interior relative to its exterior.

An interesting experiment today would involve the use of extremely precise atomic clocks. These clocks are capable of measuring time within thousands of milliseconds. Suppose we synchronize the time of the two atomic clocks on the outside of the Great Pyramid. One atomic clock is placed in the innermost chamber of the Great Pyramid, while the other atomic clock is placed outside the pyramid. After a month or more, the time recorded by the atomic clock found inside the Great Pyramid would be significantly behind the time recorded by the atomic clock on the outside of the Great Pyramid. Therefore, the pyramid acted as a time machine, slowing down the time inside it compared to the time outside the pyramid.

In addition, another experiment could involve the life of mice living inside the Great Pyramid compared to the life of mice outside the pyramid. Mice living inside the Great Pyramid would live longer than mice living outside the pyramid because water and food are readily available.

Although modern physicists have noted that time slows down at high masses, they have, and I believe erroneously, attributed this phenomenon to “gravitational redshift”. I argue that large masses distort space, which secondarily increases the variable of time. Furthermore, fast forward (D) and reducing energy (E) have an increasing effect on time (T).

The Great Pyramids are actually time machines. Whether the pyramids were able to throw time travelers hundreds or thousands of years into the future remains to be seen. However, the Egyptian pharaohs may have used the pyramids to extend their lifespan, or as a source of youth. Perhaps the pyramids were used to buy time for those diagnosed with incurable cancer. In any case, there is no reason why similar structures cannot be used for similar purposes today.

Of course, if we erected pyramids of greater height and significantly greater mass, the efficiency of our time machine would be greatly improved.

Unfortunately, the price tag for our pyramid time machine would run into the trillions. If we decided to build a time machine on a budget, we could actually try another approach. By digging underground, we can benefit from the mass of the earth and thereby increase the mass (M) variable. Second, if we dug into the arctic region of the Earth, we could also take advantage of the energy reduction component (decrease E) of Rainer’s longevity equation.

So a time machine on a budget would be a chamber deep inside the earth that can reach sub-zero temperatures.

During World War II, the German Nazis transported over 250,000 scientists, military personnel, and personnel to an area located 20 degrees east and 10 degrees west on Queen Maud Land in Antarctica. The Nazis named this Antarctic region Neuschwabenland.

Is Neuschwabenland a modern man’s first attempt to build a time machine? Perhaps, on second thought, does an Antarctic time machine already exist?

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