Here is the smallest midget image Adam generated. The cardioid corresponds to
a |
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How small is this? |
The magnification factor between this and the whole Mandelbrot set is
|
How small is this? |
  Suppose the diameter of the universe is 100 billion (= 1011) light years. |
  The diameter of a proton is about 10-15 meters. |
  Then the diameter of the universe is about 1039 times the diameter of a proton. |
Now suppose the 300-cycle midget is the size of a proton. |
  Suppose the universe containing this proton is itself a proton in a larger universe, |
  and that universe is a proton in a still larger universe, |
  and that universe is a proton in a still larger universe, |
  and that universe is a proton in a still larger universe, |
  and that universe is a proton in a still larger universe, |
  and that universe is a proton in a still larger universe, |
  and that universe is a proton in a still larger universe, |
  and that universe is a proton in a still larger universe, |
  and that universe is a proton in a still larger universe. |
That last universe is the size of the whole Mandelbrot set. |
Return to Hurwitz-Robucci scaling.