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From: Archimedes Plutonium on 5 Apr 2010 05:00

Now the title does say "really predicting", but I am having a bit of a
problem here.
This website sort of tells it all in that of the loxodrome, so that it
does not matter
as to the diameter size of a sphere.

--- quoting a search hit ---
Spirals
Equiangular Spiral (Logarithmic Spiral, Bernoulli's Spiral) top ....
The loxodrome is a curve on the sphere, which cuts the meridians at a
constant angle . ... The knife changes the structure of the surface of
the paper. ...
www.mathematische-basteleien.de/spiral.htm
--- end quoting ---

The ratio I seek is the ratio of 1 to 1876.

But I have a question, does the logarithmic spiral of the Fibonacci
sequence 1, 1, 2, 3, 5, 8, . . , does it really start at the North
Pole and does it exactly end at the South Pole, or is there
some disparity as to the origin and ending of the spiral?

The program I am suggesting is that the spiral starting on a sphere of
1 diameter and ending
at the Equator, is matched with a logarithmic spiral of a sphere whose
diameter is 1876.

So what I am saying is get a sphere of 1 diameter and nest it inside a
larger sphere. How large we have to determine, because the log-spiral
in the 1 diameter sphere ends at the
equator. Now we ask what size of a larger sphere whose center is also
concentric with the
1 diameter sphere. At what size of a larger sphere does the log-spiral
starting at the South Pole and coiling in the opposite direction of
the 1 diameter sphere log-spiral. At what diameter
of this larger sphere will the two log-spirals meet at the equator?
Now of course, alot of complaints will say how can a 1 diameter sphere
meet up at the Equator with a 1876 diameter sphere?

What I am relying on is the idea that the electron has mass of 1 and
space of 1876 whereas the proton has mass of 1876 and space of 1.

And the way I derive the number 1876 for the proton mass relative to
electron mass, is that only at the diameter of the larger sphere of
1876 diameter will those two opposite spinning
log-spirals meet up at the Equator. So maybe there is a projection of
projective geometry involved in this also.

I really got myself into a sticky subject here. But if I can get that
number 1876 out of purely
log spirals on spheres, then it is well worth it.

Archimedes Plutonium
http://www.iw.net/~a_plutonium/
whole entire Universe is just one big atom
where dots of the electron-dot-cloud are galaxies
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