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>> No.15848493 [View]
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15848493

Wow I just approximated the Feigenbaum constant with my Mandelbrot fractal software. It gives you the coordinates of your cursor on the complex plane, so I zoomed into those black circles centered on the real axis and calculated the diameter of two consecutive circles based on the coordinates of the cursor, then divided the diameter of the bigger one by the smaller and got this value.

abs(-1.39963125305673+1.400828748226664)/abs(-1.400828748226664+1.401085276183046) = 4.66808837...

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