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Originally Posted by rukkyg
Because everything is quantum, it would stand to reason that there be a certain ratio that will come up more than others between adjacent or used quantum states. Planets can only orbit stars at specific distances. Energy is always released in quantum intervals. Perhaps this relates to the ratio in Phi somehow.
Has anyone read anything about how Phi relates to quantum mechanics?
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So far, this is the closest idea to the point that I was going to make. Everythign is broken down as far as quarks, since that's as small as we can see right now. The two quarks that are used in construction of matter are up and down. Up is smaller than down. I can't find any data on their relative sizes, but I'm willing to bet that the difference in size is (down=up*phi)
It is known that much of the universe exists in fractal states. If a fractal is built of a basic unit that fulfills the phi ratio, the whole thing will be full of dimensions that fulfill the phi ratio. I'll bet that if you broke down quarks into whatever they're made of, the size fo those particles would fulfill the phi ratio. Going in the other direction, something that's built of parts that fulill the phi ratio is probably going to fulfill that same ratio.