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General: NUMERO 1618 DE LA "MAQUINA DEL TIEMPO MASONICA" (¿YHWH JUEGA A LOS DADOS?)
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Respuesta  Mensaje 2 de 6 en el tema 
De: BARILOCHENSE6999 Enviado: 30/10/2019 18:53

Fibonacci Fun

Here are some illustrations by myself and others, dealing with the Fibonacci sequence and the Golden Number, Phi.

Phibonacci Exponentials

A few months ago, I noticed the exponents of Phi encode the Fibonacci sequence. 

Phi Phibonacci exponentials 2

Caduceus Phiral Fibonacci

The sequence gets closer to the golden number the larger the numbers get.   This will work with any two starting numbers, like say 91 and 432, for example.  You’ll find the same ratio emerge if you keep adding them together. (91+432 = 523, then, 432+523=955, etc)  Already we are at 1.8 to 1. (955/523)  A handful more steps and we’ll have Phi to more than 99.999% accuracy.

fib_hand

???? If you had a million phalanges, your hand would look like King Midas.

Phi 2 10 2 Phi exponents exponentials

Jain108 made a post on how, if you start with 2 and 10, you arrive at the actual numbers found in the exponents of Phi.  Remember exponents are simply the number multiplied by itself n number of times. Phi cubed, or Phi to the third power, is just Phi x Phi x Phi. (1.618 x 1.618 x 1.618 = 4.236)  See that was easy, now stop complaining how you’re bad at math.

Phi Phormulas

Phi to the negative power is the same as saying, one divided by the Phi cubed, or whatever.

Here's some different ways to say the same thing.

Here’s some different ways to say the same thing.

scott onstott square root phi

This does an excellent job of explaining where all these freaking numbers come from. (img Scott Onstott)

Phi circles Kutler

Circles of Fibonacci. Magenta and green cancel out and make gold

Sam Kutler found the golden number in concentric circles.

(Phi)Bonacci Patterns

The outer ring shows the 24 digit pattern(digital roots), the inner the 60 digit pattern(last number).

Lucien Khan rediscovered the 60 digit repeat pattern.

Fibonacci Patterns

Fibonacci sequence hidden in ordinary division problem:
If you divide 1 by 999,999,999,999,999,999,999,999,999,999,999,999,999,999,999,999 (that’s 999 quattuordecillion), the Fibonacci sequence pops out.

division-fibonacci

 

Chad Adam’s Extended Fibonacci Series

chad adams fibonacci

Like I said, you can start a Fibonacci sequence with any two numbers.  If you begin with the numbers 1-9, some interesting things happen.

Geometry Patteer

by Chad Adams

Platonic Solids Tetractys

See how the numbers match up?

Platonic Solids

The Platonic Solids

Tetragramatonic Platonic Solids

Platonic Solid Secrets of Space and Timeback to the 60 digit pattern….

 

phi fibonacci 60 pattern

The Fibonacci Sequence, starting at the 60th number in the sequence.  See the pattern?  Just look at the last digit in each number of the sequence. [after 8 is 3 because the last digit in 13(5+8) is 3]

Capture

 

Extended Fibonacci and 60 Pattern

 

 

 

The Colorado State Flag

The Colorado State Flag

Is it just me or is Colorado’s state seal illuminaty as all hell?

DIA New World

Don’t even go to Denver International Airport.

Colorado Flag Maths

I did an article on Decoding the Dollar, and found the leaves on the left side of the buck encode the fib seq. with 2,3,5,8.

dollar-bill-fibonacci

Phibonacci Ratios

The name ‘Fi-Bonacci'(Man of cheer) comes from Leonardo’s old man who could always make the town laugh.
Fibonacci's Pi

Leonardo de Pisa, the guy we call ‘Fibonacci”, actually had his own value for π, which was 864/275, or 3.141818181818….    (Phi = 1.618..)

Fibonacci 1

Fibonacci and 89

I talk about this more here..

Dodecahedronacci

The Fibonacci numbers reduced to one digit through digital parity. (21 is 3 because 2+1=3)

This is the number and sequence of numbers that God choose to use to structure all life and creation.

https://joedubs.com/fibonacci-fun/

Respuesta  Mensaje 3 de 6 en el tema 
De: BARILOCHENSE6999 Enviado: 30/10/2019 19:50
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Respuesta  Mensaje 5 de 6 en el tema 
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De: BARILOCHENSE6999 Enviado: 02/11/2019 18:24
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