Summary edit

Notice that in 2/5 bulb there is a cycle of period 5 and the trajectory of the periodic cycle jumps always 2 components counterclockwise, in each iteration (i.e. the cycle rotates by 2/5 of a revolution, in each iteration). The p in p/q works as a rotation parameter. In the bottom part of the Mandelbrot set, the cycles rotate clockwise.

The bulbs are ordered as a sequence of decreasing rational numbers p/q=1/2, 3/7, 2/5, 3/8, 1/3, 2/7, 1/4, 1/5, 1/6, 1/7, etc. Notice that the bulb between the 2/5-bulb and the 1/2-bulb is the 3/7-bulb (2/5+1/2=3/7); and in the middle of the 3/7-bulb and 1/2-bulb, there is also a 4/9-bulb (3/7+1/2=4/9); etc...

Licensing edit

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