He has a good Youtube video that is quite interesting when viewed.

Video lecture

http://uk.youtube.com/watch?v=K93dL65Q724

Rodin Coil studies

http://jnaudin.free.fr/html/magvtx.htm

A more three dimensional rodin coil

http://www.rialian.com/rnboyd/rodin.htm

I find it amazing that his system mimics three phase motors when plotted out for DNA.

In fact his work and the inventions of Tesla of three phase motors are really the same thing from different perspectives.

This three phase fractal relationship is everywhere and is represented in all geometry.

Certainly we are all aware of the Vortex Singularity Thread.

We are also aware of the work of Konstantine Meyl and his Vortex Scalar EM.

APM offers a wonderful analysis of quantum geometry that is from a sea of aether vortex's.

I decided to make a Vortex Math verticies map and teach this to my friends and family.

http://www.rense.com/RodinAerodynamics.htm

The Zome Tools kit I want to get will also go a long way in teaching fundamental properties to anyone, including my granddaughter.

Remember the iron filings test with a magnet.

Well what you see is not the spiral magnetic field but iron filings turned into tiny magnets.

Watch this to see the dynamic magnetic vortex via water, electrolosis and a powerful magnet.

http://video.google.com/videoplay?docid ... 7018717005

Go back and reread the Secret World of Magnets by Howard Johnson.

http://www.scribd.com/doc/34317/Spintro ... rd-Johnson

I went and got about 20 dollars in powerful magnets today.

That would mean the magnetic field is never stationary dispite the fact it appears not to move in the Faraday Paradox.

I find the fractal nature of the numerology to be very amazing.

All of nature can be done with 24 in numerology.

I see more then ever how geometry makes the difference in technology and theory.the elements of the Fibonacci sequence, which gives an arbitrarily close approximatior to PHI by taking the ratio of adjacent values. If one takes the horizontal sum of each value of the series. It is seen that, regardless of the numbers used to start, the sequence of numbers will always have a period of 24, with a significant symmetry between the first 12 entries and the second. There is also symmetry in the first order difference.

APM, Vortex Math, Tesla, have taught me more then any physics of the mainstream which is devoid of personal intuitition.

I find it amazing that the MIT EM lectures never mention Tesla.

In fact I would say they go out of their way to leave him out.

They love to talk about ever other historical figure, but although they show the three phase system and the Tesla egg, NEVER is he mentioned. Even when explained Magnetic units in Tesla's he never says a peep about who the man is or what he discovered. I suspect direct surpression of this basic paradigm, aether, EU, vortex theory.

Thats my only logical conclusion.

The work cited below by Terence McKenna based on the I CHING, reminds me of the APM 2 spin rotating magnetic field.

Notice the forward and reverese time function and particles.

Certainly the fractal nature of PHI and prime numbers is expressed in natures geometry as clearly as 4pi is in electrostatic geometry.It was then noticed that if this "waveform" were turned around in time and inverted, it would overlay the original at each end. This impressed Terence at the time as there were several interesting numerical relations that came out of this. What I thought of when reading this for the first time was that he was constructing something like a forward moving particle/ backward moving anti-particle pair. (Figure 3.) (Note the similarity to Marko's use of the forward and reverse binary doubling sequence.)

**Phyllotaxis Prime Number Seive**

ABSTRACT: A daisy integer matrix has an unusual mathematical property; it serves as a simple and naturally efficient prime number sieve. The data reveal a mutual dependency between prime numbers and Fibonacci numbers, and the natural and central symmetry of prime numbers within three-dimensional objects. Botanical objects literally contain a natural prime number generating algorithm within their structural growth algorithms.

ABSTRACT: A daisy integer matrix has an unusual mathematical property; it serves as a simple and naturally efficient prime number sieve. The data reveal a mutual dependency between prime numbers and Fibonacci numbers, and the natural and central symmetry of prime numbers within three-dimensional objects. Botanical objects literally contain a natural prime number generating algorithm within their structural growth algorithms.