All information contained on this page is © 2008 by Robert B. Berg

Please see wikipedia page for more info behind the math.
WikiTALK

www.TranscendentalNumber.com

π
ππ
πππ
ππππ
Pyramid

 

This directly applies to the manipulation of gravity,
and the creation of a free energy device.

When energy is lined up so it radiates in this manner,
a new era of technology opens up.

There is a picture I made on this website that visually shows PI
and how the drawings are telling us that PI is a number mesh, or pyramid. 

This is directly for solving radiative properties.  Radiation flows easily when in uniform.   
PiPyramid shows how the natural order of energy flows from its central radiative point.

This applies to particle phystics, astrophysics, and our daily life physics.

The only thing you need to know from now on is this:

π Pyramid
Counting out.
PI matrix or pyramid ©2008 by Robert B. Berg


Counting IN.
PI matrix or pyramid ©2008 by Robert B. Berg

PIpyramid
PI circle matrix ©2008 by Robert B. Berg

This can also mirror opposite so PI counts inwards,
As you go in, the decimal gets smaller.
When you run into the 3. you can always mirror it inward to continue into infinity.
So the above image can go infinite in, and infinite out.

Look familiar?

 

Crop circle explained:

cropPI
Image © http://www.mailonsunday.co.uk/news/article-1027178/Easy-pi-Astrophysicist-solves-riddle-Britains-complex-crop-circle.html

 

 

Inspirational crop circle:


Image © http://www.mailonsunday.co.uk/news/article-1027178/Easy-pi-Astrophysicist-solves-riddle-Britains-complex-crop-circle.html

Image from http://www.earthfiles.com/news.php?ID=1434&category=En

 

 

infinite <-- 53562951413.1415926535 --> infinite

 

Free energy.

Anti gravity.

And beyond.

All can be derived from this concept.

π

3.14159 26535 89793

We all know PI.

But it's incomplete.

Let's fix it.

It goes up also.

so on<- 39798 53562 951413.

With this knowledge, the keys to the universe have been given.


Contact: Robert B (pi@pipyramid.com)

All information on this page ©2008 by Robert B. Berg