Saturday, July 12, 2014

The Sequel; Planets, Law of 3 and Law of 7

In the previous post one orbit of the 9 planets becomes a progression comprised of 3 and an exponential progression of 2.  Take it a step farther and look at theosophical addition of that series and see if the Law of 7 has a relation to that progression.

First, look at how that Law of 3 table of theoretic planetary orbits reduces to a single digit number.

Interesting, 3.6.3.6.3.6.3.6…..

So where does the Law of 7 fit in, or should it?  So, let's take the Implied Planetary Orbit above (which comports with actual planetary orbits) and divide them by 7….and since I already know where I'm going, multiply them by Phi^2 and do some fudging.


So, when we multiply by Phi^2 we get a series that looks like what you'd get if you started with 8.98 rounded to 9 and then multiplied that 9 by 2 (doubled as in octave) a series of times.  And what would be the theosophic reduction of each of those numbers beginning at 9?  It would be 9.9.9.9.9….

Those numbers in the not so badly "Fudged" column…..see anything notable?  Kinda a 'who's who' list of Gann favorites.

And this doubling thang as in G's 'Do.Re.Me.Fa.So.La.Si.Do'……..

Could someone have used mathematic rules to construct the universe?  

I didn't know any of that stuff as of last night.  So cool, IMO.

Jim  

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