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Repeating fibonacci sequence formula
Repeating fibonacci sequence formula















The sequence commonly starts from 0 and 1, although some authors start the sequence from 1 and 1 or sometimes (as did Fibonacci) from 1 and 2. Numbers that are part of the Fibonacci sequence are known as Fibonacci numbers, commonly denoted F n. In mathematics, the Fibonacci sequence is a sequence in which each number is the sum of the two preceding ones. The energy is reproducible.A tiling with squares whose side lengths are successive Fibonacci numbers: 1, 1, 2, 3, 5, 8, 13 and 21 This energy was found on NASA video creating atmospheric sprites delivering liquid oxygen into the mesosphere as well as the source for Whistler waves or ionosphere sound effects. During this research phase the energy was found in artworks of ancient Egypt in the “Book of coming to light “ and some Caves in Europe from cave dwellers. Antihydrogen fusion appears as a twelve foot ringed disc. Lithosphere magnetic field studies show positive electromagnetic field interactions with negative magnetic field lines. This self contained antimatter flashlight lives in our parallel electromagnetic field (positron) called plasma tubes surrounding the earth but is also found in parallel to other electromagnetic fields triggering ground to sky lightning points above aquifer systems.

repeating fibonacci sequence formula

The antihelium travels to the outer ring of the Van Allen belt protecting us from the sun. The Fibonacci sequence/spiral is created by Antihydrogen fusion which converts antihelium to aether or zero point energy or dark energy in the configuration of the fusion or Fibonacci Spiral in three pulsing energy levels 3-6-9 The process is controlled by thermodynamics via liquid oxygen which is also directly related to Panspermia during atmospheric sprite production.

repeating fibonacci sequence formula

Repeating fibonacci sequence formula free#

You can find a free online document with hi-res images here – His Book, The 216 Letter Hidden Name of God – Revealed I see some others have found this as well using other methods. I simply used Mod9 on each Fibonacci sequence and and got a repeating sequence in just 24 digits. I was able to discover the 24 digit repeat cycle from his work using Mod9. His work is very impressive to say the least, and I’m sure with a community like this one, and the community many more discoveries will happen. I wanted to introduce the work of a guy that has been working with the 60 Digit Fibonacci repeat cycle and has worked it out onto Metatrons Cube as a Clock and A Compass. Any three, six, or 9 numbers in a row will give you a sum of 3, 6, or 9. Every third number in this sequence has a sum of 3 and every six numbers has a sum of 6 and every nine numbers has a sum of 9.

repeating fibonacci sequence formula

Weird everything seems to be connected through 9. But five does have its own pattern when multiplying then summing, its every 9. If you double any number then add the original back the sum will always equal 3 or a denomination of with the exception of 5 but that’s just a mystery waiting to be solved.ġ+1=2. Also he found that earth beats at 528Hz the sum of this is 528=5+2+8=6 6 is a very special never if squared it equals the sum of all digits excluding nine but equaling it. Think in terms of energy, frequency, and vibration. Nikola Tesla was right when he said 3, 6, 9 were the key to the universe. Same goes for all other shapes you add up the sum of their angles and they all reduce to 9. When visiting a circle the numbers always add to 9.ģ60=3+6+0=9. With the Fn single digits I paired adjacent numbers to form new numbers and they still formed a Fn sequence.ġ44,89 _441-98 =343 343_ 343-*233*=110_110/2=*55* The other two involve a negative number which resolves by breaking the number up and subtracting.btw…109 also has a unique Fibonacci connection with 89. By reversing the digits in a mirror image and subtracting there is a “new “number that is the mirror of a Fn,Ī few of the sums had more calculations than a mirror flip and subtraction.įor instance 610 flipped is 1006.The digits are intact and “mirrored” like a circle but the sum isn’t flipped. I was looking at the Fn sequence and noticed that even when the digits are flipped they still sum to the Fn sequence.

repeating fibonacci sequence formula

Thanks to Joseph Turbeville for sending “A Glimmer of Light from the Eye of a Giant” and to Helga Hertsig for bringing Jain’s discovery of this pattern to my attention.















Repeating fibonacci sequence formula