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)

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Index. © Krister F-Z Lilleland 2008-2017.