Jay Weidner On 2012

[LightEye]

Dear Friends,

http://www.unknowncountry.com/media/?cur=339

Jay Weidner on 2012
April 28, 2007

More and more, people at the leading edge of consciousness are focusing on 2012, since authors like Jose Arguelles and Terrence McKenna first brought the matter of the Mayan calendar to public attention in the 1980s.

Here's Jay's article's which I've posted earlier;

The Topology Of Time - Part I: Hyperdimensional Space And The Unfolding Of The Four Ages

http://www.jayweidner.com/2012Topology.html

The Topology Of Time - Part II: The Alchemy Of Time - Understanding The Great Year & The Cycles Of Existence

http://www.jayweidner.com/time.html

Be Well, Be Love.

David

[wicherink]

Jay Weidner’s hyper-dimensional representation of the implosion of time is the geometrical representation of Smelyakov’s Auric Time Scale.

As Dan Winter’s implosion physics demonstrates, the torus is defined by a superposition of an infinite series of Golden Mean waves decreasing in wavelength by a factor Phi.

This is exactly what Smelykavo’s Auric Time Scale describes in the updated ‘Spiral of Time’ theory of the standard ATS theory. If is now a fractal Golden Mean timewave that implodes into the 2012 singularity of the End of the Maya Calendar.

The Auric Series in Smelyakov’s ATS theory is the same series that defines the Golden Mean spiral in the vortex of Weidner’s torus.

http://www.soulsofdistortion.nl/ATS.html

So Weidner’s hyper-dimensional topology of time is the geometrical representation of Smelykavo’s Auric Time Scale.

Kind regards
Jan

PS:

http://www.soulsofdistortion.nl/SODA_chapter6.html
Each Phi spiral is actually a series of pure sine waves. It is a well-known principle in physics that any complex wave shape can be created from the sum of simpler pure sine waves with different frequencies and amplitudes. This principle is called the Fourier principle. The Phi spiral is constructed from a series of harmonics with wavelengths that comply with the Golden Mean version of the Fibonacci sequence:

When pure sine waves with wavelengths of 1/ Ф, 1, Ф, Ф ², Ф ³ etc. are added together, they will form a perfect Phi spiral.


When these Phi spirals circle around the torus they meet and interfere. As a result of this interference two new additional waves will be created. What is important to notice is that both new waves will have wavelengths that are again in the Fibonacci series. This allows that the interference will be non-destructively since the interference will simply result into more harmonics in the Fibonacci series.