Discoveries

Phi is vortex based mathematics. Or vice-versa, vortex based mathematics is phi. I already knew that they were closely related, but it wasn't until I created a numerical rotary cipher wheel which allowed me to unlock its deeper secrets. 

Many people are familiar with the Fibonacci sequence of 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, etc., which results in a ratio converging on 1.6180339887... But very few people know that there are two more phi-related sequences. One is called the Lucas sequence, discovered by Edouard Lucas in the late 1800's. It is 2, 1, 3, 4, 7, 11, 18, 29, 47, etc., and is the same as the Fibonacci sequence but starts with 2+1 instead of 1+1. Adding the previous number to your result gives you the next number in the sequence. The origin of the third is not known to me, but it starts out 1+4.

Marko Rodin, as well as others like Jain 108 have independently discovered that if you take the digital root sum of these three sequences, we get a different 24-digit repeating set of numbers for each one, called the 3 phi codes. Marko discovered them during his last year of high school in the early seventies, and Jain in the late nineties or early 2000's, which he calls "wheels within wheels." In fact, if you were to take any two random numbers and add them together, then apply the rule of adding the previous number to the result, you would get a Fibonacci related sequence that would eventually converge to the same ratio of 1.6180339887... And if we take the root sum of these random numbers in our sequence, they will be found in one of these three 24-digit phi codes. There are only three!

So, what happens when we line these three 24-digit sequences on top of each other, or around each other in a wheel? Depending on what number we start each sequence with, the nesting of these three sequences (1 2 3, 1 3 2, 3 2 1, etc.), or how many we use (1 2 3 1 2 3, 1 2 3 3 2 1 1 2 3, etc.) will result in some very interesting things.

By doing this, I discovered that all of the vortex based mathematics sequences are encoded. We find the 124875 doubling circuit, the 396693 flux field, the 3 family number groups of 147, 852 and 396, the polar pairs of 1/8, 2/7 and 4/5, the polar pair sequences of 123456789, 246813579 and 483726159, as well as the 18-digit Rodin shears without the 6-digit flux field (which I call the 12-digit Diamond of Fifths sequences). They are 152748847251, 122145877854, and 182442817557.

The first wheel below is just the 3 phi codes lined up. The following six are the combinations within the wheel of 6. Below that are the following wheels of 9 and 12, along with their corresponding charts. The last is the geometry of the Rodin 147 shears, which I discovered, and call the Diamond of Fifths.

I credit Jain 108 for the stacking of the 3 family number groups, and Phil DuBois for the nesting of 6 as wheel B (below). The rest I discovered, like the 6 combination cipher wheel/chart, the Rodin shears wheel/chart of 12, and the Diamond of Fifths in the wheel of 3. But really, we didn't create them, nobody owns them, and they were already there hidden in nature's patterns which were created by God, the One Universal Mind, Creation or Spirit; whatever you want to call it. We just uncovered them. Enjoy the diagrams and wheels we all discovered, for they are the codes to understand nature's wheelwork, which could help us understand the hidden functions of the universe and create technologies that work with nature, not against it. 

I highly recommend reading the books on the 3 phi codes, written by Jain 108. https://jain108.com/product-category/books/

If you would like to support my work, you can by purchasing my new revised edition book, Behind Every Sunflower, on Amazon or by subscribing to my YouTube channel https://www.youtube.com/@BehindEverySunflower

Thank you!

Namaste, 

Gabby Ensign