Discovering Cycles

QUESTION: Speaking of cycles and frequency I guess the question is how to find the exact beginning of a cycle? You say 8.6 is the base frequency. Why not 8.5875? In other words, how do you come up with the exact day a cycle begins?

A

ANSWER: You have to discover them. The 8.6 I discovered from a list of international panics covering 1683 to 1907 that I stumbled upon while doing research in the Firestone Library at Princeton University. There were 26 events within 224 years. That was 8.6153846… When I began to test it, I discovered it was interlaced with volatility, which moves on a different frequency of a base of 6. This is a very deep subject that cannot be addressed in a simple blog post.

 

I will release two books on this subject this year – “The Geometry of Time” and “The Economic Confidence Model.” I am working hard to get a series of books out now. Trying to finish up my goals. These will deal with the cyclical nature of time and the world we live in.