Fibonacci Sequencing that you probably haven't seen before
I have been deeply studying ancient geometry, Fibonacci sequencing, natural occurrences of Phi and Pi, the Egyptian cubit unit of measure, and so on. I feel that I am getting very close to gaining a much deeper understanding of how Phi interacts with market behavior. While my circles aren't perfect (hand-drawn), the ratios between each area equal 1.618 (Phi). I have no idea if there is any real significance to this method; however there seems to be significant inflections where Fibonacci circles intersect.
I chose the circle because it contains both Pi and Phi, which are significant Fibonacci numbers, and represent phases of a cycle. The geometric shape of a circle bests represents a cycle completion, and we are (hypothetically) approaching what could be the completion of the current cycle. The circle contains 360 degrees. If we divide the circle into 6, 60 degree radians, we end up with each radian roughly equaling Phi. This is why I found 6 cycle phases interesting, which were are seeing now.
Currently, I have no idea what the significance of this means, and I will continue to research, as I feel that I am close to something significant. I will post more findings as they come to me. Enjoy.
I chose the circle because it contains both Pi and Phi, which are significant Fibonacci numbers, and represent phases of a cycle. The geometric shape of a circle bests represents a cycle completion, and we are (hypothetically) approaching what could be the completion of the current cycle. The circle contains 360 degrees. If we divide the circle into 6, 60 degree radians, we end up with each radian roughly equaling Phi. This is why I found 6 cycle phases interesting, which were are seeing now.
Currently, I have no idea what the significance of this means, and I will continue to research, as I feel that I am close to something significant. I will post more findings as they come to me. Enjoy.