Nikola Tesla Explained in 16 Minutes

Nikola Tesla is known for numerous mysterious experiments, but he has his own mysteries as well. Some of them are:

  • Walking a block repeatedly for at least 3 times before entering a building.
  • Cleaning his plates with 18 napkins.
  • Living in hotel rooms whose number was divisible by 3.
  • Making calculations about his immediate environment to make sure that the result is divisible by 3. And, made choices as per the results.

Many people around him claimed that he had OCD and many found him superstitious. However, but the truth is a couple of times deeper than imagined.

If you knew the magnificence of the three, six and nine, you would have a key to the universe – NIKOLA TESLA

His obsession was the number:3,6 and 9. Most important, he was superstitious, but he chose these numbers for a reason. He clain=med these numbers to be very important, but nobody listened. Besides, he even made nodal points around the planets linking to the numbers 3,6 and 9.

But why Tesla chose those 3,6 and 9 only?

We must accept the fact that we discovered maths and not created it. Anywhere you go in the universe 1+2=3 remains the same! Everything in the universe obeys this law. Some of the interesting mathematical representation in nature is Golden Ratio and Sacred Geometry.


However, one of the really important system that nature obeys is ” The Powers of 2 Binary System “. In this, the pattern starts and continues by doubling the numbers. Cells, tissues and embryos are found to follow this scared pattern : 1,2,4,8,16,32,64,128,256…..

Some call these patterns The Blueprints of God.

In vortex maths, there is a pattern that repeats itself: 1,2,4,8,7 and 5, and so on.

We can see that 3,6, and 9 are not in this pattern. Scientist Marko Rodin believes these number a vector from the third and fourth dimension which he calls a “flux field”. Randy Powell, a student of Rodin, says that this is a secret to free energy, something which is known as Tesla mastered.

Let’s get to the Explanation of this

Let’s start from 1, doubled it is 2; 2 doubled is 4; 4 doubled is 8; 8 doubled is 16 which means 1 + 6 and that equals to 7; 16 doubled is 32 resulting in 3 + 2 equals 5 (you can do 7 doubled if you want to which you would get 14 resulting in 5); 32 doubled is 64 (5 doubled is 10) resulting in total of 1; If we continue we will keep following the same pattern: 1, 2, 4, 8, 7, 5, 1, 2…

If we start from 1 in reverse we will still get the same pattern only in reverse: Half of one is 0.5 (0+5) equaling 5. Half of 5 is 2.5 (2+5) equaling 7, and so on. But there is no mention of 3,6, and 9, so is it free from all these numbers.

However, there is something strange once you start doubling them. 3 doubled is 6; 6 doubled is 12 which would result in 3; in this pattern, there is no mention of 9! It’s like 9 is beyond, completely free from both patterns.

But if you start doubling 9 it will always result in 9: 18, 36, 72, 144, 288, 576…

Whose sum of digits is reduced to only 9.

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