Saturday 10 July 2010

The sigmoid curve or elongated 'S' shape

The disclosure on my web site is going well and is almost ready for publication. It's going to be bigger than I thought because I have had to divide it among several pages to make it into more easily digested chunks! I was also able to do some work on my wheel yesterday so I'll know if I have a runner soon.

Some people have dismissed what I have called Bessler's codes as either useless or imagined, so I am looking forward to seeing their surprise when they discover that there is a lot of good information available. I have spoken of the yin yang symbol before both in my first book and also in the Besslerwheel forum. The key to the Bessler wheel lies in the double curve or elongated 'S' curve as seen in the yin yang symbol.

When I was researching my bio on Bessler I spent some time looking for evidence that anyone else anywhere and at any previous time, had ever made a wheel like Bessler's because I thought that if they had it would add support to my thesis that Bessler's claims were real. I didn't find that evidence but in the course of it I did study the history of the yin yang symbol - not the philosophy behind it but the actual symbol itself. There was nothing about how it originated or how it was derived although there are volumes devoted to extracting meaning from it! I speculated that it might have been a graphic record of a gravitywheel from some distant past. To add to this pretty wild speculation I admit, I also found a comment credited to Nikola Tesla that the sigmoid curve formed the basic shape for all energies, now I don't know exactly what that means but it seemed to me that the yin yang incorporated a sigmoid curve and as you will see, I discuss this and how it relates to the lemniscate, the infinity symbol.

To add one more clue to the mix, you will also discover that in 2004 and later, I mentioned on the forum that I was looking into parametric oscillation as a potential key to solving Bessler's wheel. Subsequently I discovered that Scott Ellis of the Besslerwheel forum had posted some interesting facts about parametric oscillation a couple of years previously. I was originally pointed at the subject by Hal Puthoff who had made some significant discoveries in the field of optical parametric oscillation and he felt that there were some parallels in my own investgations.

In my disclosure you will see that Bessler too, used the elongated 'S' shape and indicated this. Enough already!

JC

The Real Johann Bessler Codes part one

I’ve decided to include in my blogs some of the evidence I have found and deciphered which contain  the real information Bessler intended us...