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Number_Magic · Number _Magic

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Group Information

  • Members: 6
  • Category: Number Theory
  • Founded: Sep 21, 2009
  • Language: English
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Description

Open to sophisticated educated adults interested in the existance of intelligent design patterns.

Magic number tables describe harmonic numeric patterns within the virtual world of the natural number series. This group addresses the search for and identification of number-sequence patterns in the real world.

So far these patterns have been demonstrated to exist in the natural number series:

1 - Numeric cubes of sizes n = 4, 8, 12 & 16 along with numeric squares of prime-number sizes 2(n/4)quantity-squared minus 1 = 1, 7, 17 & 31 yield a 100% correlation with the quantity and distribution of electrons in the nested electron shells of the noble elements (group 18).

2 - Numeric hexagons of odd-number size (number of numbers per side) have both nested hexagonal frames with equal summing sides and embedded snow-flake patterns in both of their modulus- and integer-function loom tables.

3 - Squares of size n = axb where b>a>3 possess an inherent zipper-like double helical structure between the distribution of odd and even numbers which can explain the origin of RNA & DNA.

4 - Prime-number size square tables possess dual simultaneous, symmetric tile patterns which when centered over any number in the table sum equally everywhere, including edge wrapping. Further each tile pattern interlocks with itself seperately to cover the square exactly.

5 - Both the 4D table and its dual of sizes 4b can account for the location of the postulated anti-matter segment in 3D universes.

6 - Both the 4D table and its dual of sizes 4b can account for the stability factor of "up" and "down" quarks in the neutron and proton.

To join this group, you will have bought the book Number Magic - 6th Edition from www.CreateSpace.com or through the related link. www.magicnumbersquares.com. In your bid to join, you must provide the order number and date of purchase. Once verified, you will be given the priveledge of interacting with the author and the other members.

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