JAMES: The WingMakers Interview on Camelot

idunno · 12-09-2008, 04:13 PM

mayim mayim mayim

Ja mes Mahi Nahi
is it french... 4.... MingDina-st-y?
hmm...

St-k-y ????????????

Phin = a Phi + b

1·61803 39887 49894 84820 45868 34365 63811 77203 09179 80576 ..More..

Multiples of Phi
We've just seen that we can use multiples of Phi to calculate its powers easily and you might think that there's not much else we can discover about multiples of Phi.

Here we show another relationship and also explain how the Rabbits family Tree diagram was made, originally seen in the Fibonacci and Nature. It's all to do with the multiples of Phi, or, rather, the fractional parts of the multiples.

12-09-2008, 04:13 PM	#21
idunno Avalon Senior Member Join Date: Sep 2008 Posts: 105	Re: JAMES: The WingMakers Interview on Camelot mayim mayim mayim Ja mes Mahi Nahi is it french... 4.... MingDina-st-y? hmm... St-k-y ???????????? Phin = a Phi + b 1·61803 39887 49894 84820 45868 34365 63811 77203 09179 80576 ..More.. Multiples of Phi We've just seen that we can use multiples of Phi to calculate its powers easily and you might think that there's not much else we can discover about multiples of Phi. Here we show another relationship and also explain how the Rabbits family Tree diagram was made, originally seen in the Fibonacci and Nature. It's all to do with the multiples of Phi, or, rather, the fractional parts of the multiples.