Here are some illustrations by myself and others, dealing with the Fibonacci sequence and the Golden Number, Phi. A few months ago, I noticed the exponents of Phi encode the Fibonacci sequence.  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. 𝄞 If you had a million phalanges, your hand would look like King Midas. 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… Continue reading