Changing the math is changing the world


SUBMITTED BY: moneygrabher777

DATE: Nov. 11, 2019, 4:55 a.m.

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  1. There is an error in the number Pi which a lot of people should be made aware of.
  2. First, one needs to know the Golden Ratio.
  3. THE GOLDEN RATIO
  4. The Golden Ratio is a peculiar number. It first appeared in the Fibonacci Sequence to which a number n1 plus another number n2 equals number n3, and then add n2 to n3 to equal n4, then add n3 to n4 to equal n5, so on and so forth.
  5. Once you attain the 24th Fibonnaci number, the numbers repeat themselves (through decimal parity like marty leeds would call it - basically you add the numbers of the result together, i.e: 3 + 9 = 12; 1 + 2 = 3).
  6. The 24 repeating digits are:
  7. 112358437189887641562819...
  8. When dividing the 24th digit with the 23rd digit, the result is known as PHI, or the GOLDEN RATIO (1.618034...). It is an important number as this is found in the Great Pyramid of Giza.
  9. Talking about pyramids, have you ever heard of...
  10. KEPLER'S RIGHT TRIANGLE?
  11. This triangle is pretty neat as it possesses two things in one (or maybe more, I'm still looking into this). The first thing is that this right triangle follows the Pythagorean Theorem, and secondly, the slope of the triangle is PHI, and it's base is ONE, making it's height the SQUARE ROOT OF THE GOLDEN RATIO (1.27202...).
  12. Not bad. But wait... there's more.
  13. If the base of the triangle is ONE, it is also half the side of a SQUARE.
  14. And... If the height of the triangle is THE SQUARE ROOT OF THE GOLDEN RATIO, then it is also the radius of a CIRCLE.
  15. Some might be familiar with the term SQUARING THE CIRCLE. It is also known as THE QUADRATURE OF THE CIRCLE, where the CIRCUMFERENCE of a circle is EQUAL to the PERIMETER of a SQUARE.
  16. So... if the base of a Kepler's right triangle is half the side of a square, then 1 times 2 equals 2, right? And since it is a square, the perimeter is 2 times 4 equals 8.
  17. If the perimeter of the square is 8, then the circuference of a circle is also 8, right?
  18. Therefore, if we know the height of the kepler's triangle is also the radius of a circle, and we know that the perimeter of a square is the same as the circuference of a circle, then by simply dividing 8 by (2 times THE SQUARE ROOT OF THE GOLDEN RATIO) equals...
  19. THE TRUE VALUE OF PI, WHICH IS:
  20. 3.144605511029693144...
  21. AND NOT 3.1415926 BLAH BLAH BLAH!!
  22. ------
  23. This cannot be done with the wrong value of pi. AT ALL!
  24. CHANGING THE MATH IS CHANGING THE WORLD.
  25. X.

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