phiwith7.25

PHI=(1+sqrt(5))/2 →

We will used out 7.25, 1.5 and 2.9 instead so that we get the following:

(1.5+sqrt(7.25))/2.9=1.4457180701956043 → logically above 1.44 so subtract and get 0.00571807019560433 →

0.00571807019560433*36=0.20585052704175588 which looks a lot like the starting value for hydrogen on top of page 31 in "Harmonic Conquest of Space" and we will use the same procedure, then:

0.20585052704175588*2=0.41170105408351176

0.41170105408351176**2=0.16949775793347469

0.16949775793347469**2=0.02872948994447478

0.02872948994447478/2=0.01436474497223739

We should have used our own 1.6 not 1.5 for "grid-spacing" but that didn't seem to fit. Otherwise 2.9 and 7.25 is our own.

And that concludes this. We were only trying to use the "skeleton" for the formula for PHI for something else and see where that got us.

Of course we could have picked any values, but promise these used here were the ones we started out with. We even forgot as stated to use 1.6 instead of 1.5

144-143.6474497223739 = 0.3525502776261078 ??


2.88-1.4457180701956043..≃1.4342819298043956...

THIS IS A FART.

FURTHER:

The original figure converts from geodesic to miles to 5.294832363094166 meters which corresponds to 64 hz (assuming speed of sound 340.27 m/s).

Also corresponds to something cool called "Spectroscopic wavenumber" something from some formula yielding exactly 1.2 m^-1.

Not so lucky with the "Frequency v of a photon in a vacuum" from yet another formula (containing symbols we can't print here): 356 MHZ.

Fun fact: 0.96 * typical adult giraffe height. (≃5.5 meters)