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RE: [bn-study] Re: Thanks to all

Dec 13, 2003 04:50 PM
by Dallas TenBroeck


Many thanks Lenny;

Will refer to and see.

Off hand I would say the causative planes (within and determinative of
the physical) cannot be entirely pictured or schemed.

We have a problem not knowing with our "lower manasic" and "physical
brain" mind how to depict the inner astral/psychic/mental/ spiritual
planes and forces.

One think is made clear and that nature never repeats exactly. All is
done by similarity and analogy. E.g.:. the SUN drags the planetary
system across new areas of SPACE all the time -- analogetic, yet
constantly changing ( S D I 141-143). Physical states and properties
are not eternal.

What do you say?

Dal

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-----Original Message-----
From: leon
Sent: Friday, December 12, 2003 10:00 PM
To: 
Subject: [bn-study] Re: Thanks to all

Dear Dallas,

Here's another reference that may be of interest.
http://mathworld.wolfram.com/GoldenTriangle.html

If we follow the links we can learn everything there is to know 
mathematically and geometrically about The Decagon, Golden Ratio, 
Golden Rectangle, Isosceles Triangle, Pentagram, plus lots of other 
symbolic shapes, forms, and number series that have relationships to 
the spherical and linear geometry based on the fundamental 
hyperspace fields as they involve fractally from the primal 
beginning.  

Also see: Fibonacci Numbers and Golden sections in Nature
http://www.mcs.surrey.ac.uk/Personal/R.Knott/Fibonacci/fib.html 

Referring to: http://users.aol.com/leonmaurer/Invlutionfldmirror2.gif 

In the diagrams therein of the involution of the coenergetic fields --
which 
are symbolically pictured in cross section, as circles -- the planes 
(horizontal lines drawn through the zero-point centers of the descending
spheres) 
follow a regular geometric fractal series (2, 1, 1/2, 1/4, etc.).  

In actuality, since each field varies in frequency-energy-density from
top to 
bottom, the spheres would be egg shaped. Thus, breaking the geometric 
symmetry of the cyclically repeating hyperspheres (and stretching their
inscribed 
squares into, possibly, golden rectangles). This transformation would, 
apparently, move their centers, and the planes drawn through them, into
a Fibonacci series -- which may account for its appearance throughout
all of nature on our physical plane of reality. It may also account for
all the variable laws, 
probabilities and indeterminacies of quantum physics which cosmologists
see as 
occurring after initial "inflation" and the so called "breaking of
symmetry" 
when the "big bang" (they postulate) occurred.  

There's much to be pondered on here. 

To take a twist on Einstein, it may be that God is playing with loaded
dice. 
:-)

Best wishes,

Lenny

+++++++++++++++++++++++++++++++

In a message dated 12/10/03 10:37:58 AM, dalval14@earthlink.net writes:

Dec 10th 2003

Dear Lenny:

Many thanks for the explanation. Understood.

In regard to mathematics and geometrical ratios in nature, I have been
reading a remarkable book:


THE GOLDEN RATIO by Mario Livio 

(Broadway Books, Random House N. Y.)

[Mario Livio Ph. D. is head of the Science Division of the space
Telescope Institute. Previous book: THE ACCELERATING UNIVERSE (2000).]

He gives us a history of the GOLDEN RATIO in mathematics, music, art,
nature and science.

It is PHI ( 8/5) = 1.6180339887........

Other "irrational numbers / ratios" are noted and discussed by him such
as:

PI = 3.1.4159..... (Circumference to diameter ratio of a circle)

"Disordered systems" mathematics (D. Viswanath, Berkeley U.) discovered
in studying randomness a mathematical constant = 1.13198824.....

Besides that we have the series noted by Fibonacci in a number sequence 
= 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144...

It is perhaps significant that these inexpressible ratios are found in
Nature and they may indicate a key to understanding the difference
between say the various planes that THEOSOPHY speaks of. (i.e.: the
relationship of physical to astral, to psychic, to mental, to ideal
planes -- to mention but 5. )

What do you think?

Dallas

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