Monday, September 11, 2017

The Squared Circle of the Earth and Moon, and Other Coincidences

The Earth and Moon fit into a squared circle nearly perfectly. Why is this?
If you want to try it, draw a square, and then center a circle on it of the same length. This is what is called in geometry a squared circle. Next, draw a circle inside the square that touches the sides of the square. Imagine this is the Earth. Next, draw a smaller circle on the top of the square, so it's center touches the top of the larger circle. Drawn to scale, these figures would fit the Earth and Moon nearly perfectly. The Great Pyramid also fits in the model, with the apex touching the center of the moon, and the base touching the center of the Earth. Two Pythagorean 3-4-5 triangles also fit into the model. All of this is an amazing coincidence, don't you think?
What's even more interesting are the numbers. The numbers 1080, 2160, and 5040 also come into play, which are divisions of the Precession of the Equinoxes. The Moon's diameter is 1080 miles. The Sun's diameter is 864,000 miles, with 864 fitting in with these sacred geometrical numbers as well.
These are coincidences supposedly, but I don't think they are. I think they follow some kind of pattern that is a natural part of how the Universe works.
Even solar eclipses are strange. How likely is it that we happen to live in the perfect time when the sun and moon are able to create perfect eclipses, a true rarity in the Universe? I don't think this is a coincidence either. There are just too many of these happening for it to be a matter of chance. There are patterns and laws we are unaware of .
I apologize for the bad drawing, but it was the best I could do on the spur of the moment, freehand. But I wanted to give an illustration of what I am referring to in this Hub. Maybe I will replace it with a better one at a later time. You can also Google "squared circle Earth Moon" and look for yourself for a better diagram of the system of sacred geometry I'm talking about.
Stonehenge also has the same squared circle diagram. Even the same numbers in feet are used, amazingly. Especially since they measured in the Megalithic Yard. How can the same numbers be used when they didn't even use feet and inches at the time? That is the strangest part of all, one for which I won't even try to give an explanation for.

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