THE ELEMENTS

Updated site will appear soon !!!

First I start with looking at numbers and how Bessler used numbers to create "links" and
hints..
The first thing we know about Bessler and number is the number 13, wich is made
up of 1 and 3, he used to create his new name Orffyre (us), this we do by counting 13 letters
ahead in the alphabet... B = O etc...
Then he wrote : "All things belong to 1 of 3 kingdoms"
And : "The quality of THE ELEMENTS are neccesary to keep thing going"

First I will start looking at Besslers Machinen Tractate.
He stated that his working principle is hided among the drawings, as an combination of several principles..
MT consists of 141 Drawings...
So what numbers can 141 be devided with ?
I found : 1, 3 and itself !
So what ? We see that 1 and 3 appears again.
So maybe the principles used is in drawings that have a number that only can be devided
by 1, 3 and itself ?
The three first principles would then be : MT 3, 9 and 21
That would give us : warped boards, unfolding arms, and arms connected to the rim and pointing innwards..

I then found something interesting.
From about year 325 - 270 BC lived a man, by the name Euclid.

He was a greek geometer who wrote THE ELEMENTS..
The worlds definitive text on geometry.
http://scienceworld.wolfram.com/biography/Euclid.html

The work consists of 13 books.
If we should follow the 1 and 3 philosophy, it will demand that the "secret"
is hided in book nr.1 and 3
Book nr. 1 is about triangles.
One of the figures look like this :

Seen anything similar before ?
We see that the lenght of the two horisontal arms do not have the excact same length.
The Bessler internal pendulums/levers don`t either..
From the picture I found the internal lever the first time, it looked excactly like this one,
with some more things attached !

Next, if we look in book number 3 of the elements, that contains material about circles,
we find this :

These are consistant with MT 21 and MT 9, and show us two basic principles..
It is also consistant with all the ideas I have worked on, in different forms.
I do not think this is coinsidence, and it will reveal a working principle at last !