💰 広報なすしおばら5月5日号（ナンバー）｜那須塩原市

No matter how far you go, none of your results will include those numbers. You can use North and South, or Light and Dark. As 3 governs 1,2 and 4 while 6 governs 8, 7, and 5. The Magnificence of 9 To begin, think of two opposites. Instead, it was discovered. You will get six, now double 6, and you will get But if you produce a pattern by use of the number 9 something else happens entirely. What Was Nikola Tesla Trying to Say? Double it, and you have 2. While the numbers at first seem mind boggling, they actually produce a pattern continuously that could go on forever, or times infinity.

オメガ3,6,9からの派生で テスラの3 6 9 Tesla believed that the numbers 3, numbers 3 6 9, and 9 had extreme importance. One of the major patterns observed in nature is the power of binary and the power of the number two.

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The vibration, the energy, and the frequency. Everything in our Universe is a stream between these two sides. Many of these patterns form the basis for sacred geometry. Math was not created by man. Similar to a pendulum, and the movement between the two would look something like the symbol of infinity. The same pattern on a higher scale would be 3, 6, 3, 6, 3, 6……… And the 3 and 6 are governed by……9. Nine would then be the unity of both sides of the equation, or the Universe itself. No matter how many times you do this the result will always be 9. Could Tesla have understood something special regarding the number three and then used that understanding in his own personal scientific research? For example, take the number 1. Cells and embryos even follow this particular pattern which is: 1, 2,4,8,16,32,64,, and so on an so fourth. Wait, What? This also pertains to patterns contained within the universe. Double 4 and you get 8. Double 8 and you have You can continue to do this and you will never reach the numbers 3, 6, and 9. Double it, and you have 4. If you closely enough at the pattern things become even more complicated as 1 and 2 equal 3, 2 and 4 equal 6, 4 and 8 equal 3, 8 and 7 equal 6, 7 and 5 equal 3, 5 and 1 equal 6, 1 and 2 equal 3. However, try doubling 3. If you look to nature, you will also see the use of threefold and sixfold symmetry, including the hexagonal tile shape in the honeycomb. On one side you have 1, 2 and 4; on the other, you have 8,7, and 5. Both sides are governed by 3 and 6.