Smallest Hides Largest

Smallest Hides Largest – Paradox, often expressed as pairs of opposites, are inherent in magic squares. Many make the mistake of thinking magic squares a simply numbers that are squared such as two squared equals four. Number squares is different from number squared- spelled with the “d” making square past tense. One such paradox is the smallest possible of all magic squares, which is 3 x 3 and is called Lo Shu in ancient China, hides the largest which holds the key to working with infinity.

On a simple and basic level, any two opposite numbers total 10. Examples are 9 + 1; 2 + 8; 3 + 7; or 4 + 6. The central number is the average of the two opposites, which is 5. Any straight row of 3 numbers totals 15; the perimeter of 8 numbers totals 40; and 15 can be found in 8 different ways as 8 x 15 = 120. Judaism, in its beginnings, favored this magic square. Note the total of ten of opposites have a binary ring as one is thought of as positive and zero is thought of as negative. We’ll see how in future posts.

Smallest Hides Largest as author John Michell gave me my introduction of my lifetime introduction to the science of number squares. Many think a numbered squared also known as a magic square, is a number squared, like 2 x 2 or 3 x 3. but they are wrong. What is a magic square? A magic square is an n x n square with a whole number written inside each cell, so that the sum of the numbers in every row, in every column and in each of the main diagonals is equal. This number is called the magic number. The main diagonals are those that stretch from corner to corner.

Internal link: Sacred Number

External Link: https://www.innertraditions.com/author/john-michell/



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