The Power of Phi - Fractional Power Mandelbrot Zoom
Another very little instalment in the fractional power Mandelbrot series. This time phi (1.6180339887), as it has been requested a lot. Phi is quite a famous constant, but in this context it has no special meaning. This is what the fractal z= z^(1.6180339887) + c looks like. Like all non-integer powers, the fractal is smashed into pieces, because there are branch cuts in the original function. Please hit subscribe.
(These are costly to render, so I keep them short).
Thank-you to my supporters on Patreon.
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Patreon: https://www.patreon.com/mathstown (Support, Downloads & Usage Rights)
Website: https://www.maths.town
Twitter: https://twitter.com/MathsTown
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Music from https://audionautix.com (creative commons)
You may use this particular video under the Creative Commons Attribution license. (this only applies to some videos on the channel).
Видео The Power of Phi - Fractional Power Mandelbrot Zoom канала Maths Town
(These are costly to render, so I keep them short).
Thank-you to my supporters on Patreon.
/********************************************************************************
Patreon: https://www.patreon.com/mathstown (Support, Downloads & Usage Rights)
Website: https://www.maths.town
Twitter: https://twitter.com/MathsTown
********************************************************************************/
Music from https://audionautix.com (creative commons)
You may use this particular video under the Creative Commons Attribution license. (this only applies to some videos on the channel).
Видео The Power of Phi - Fractional Power Mandelbrot Zoom канала Maths Town
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