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Published: 2019-03-10 20:02:20 +0000 UTC; Views: 445; Favourites: 17; Downloads: 0
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Description
Deep zoom on a "3D Mandy" inside the Tetrabrot. A "3D Mandy" can be defined as a 3D Mandelbrot set inside the same 3D set. In multicomplex dynamics, the Tetrabrot is a 3D generalization of the Mandelbrot set. Discovered in 2000, this 3D Fractal shape can be interpreted as a 3D slice of the 8D tricomplex Mandelbrot set. It is a particular case of dynamics of 2 complex variables.
Tools: FraxPro (Background), Moldiv & MetatronBrot Explorer (MBE8D)
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Comments: 17
stalker034 [2021-10-10 09:17:27 +0000 UTC]
👍: 1 ⏩: 1
Metafractals In reply to stalker034 [2021-10-10 12:52:23 +0000 UTC]
👍: 0 ⏩: 1
stalker034 In reply to Metafractals [2021-10-16 13:06:57 +0000 UTC]
👍: 1 ⏩: 0
Leanndra51 [2019-03-13 01:17:35 +0000 UTC]
This is an amazing image! Don't understand what you said, but I love the fractal!
👍: 0 ⏩: 1
Metafractals In reply to Leanndra51 [2019-03-13 01:48:09 +0000 UTC]
Thank you so much Lea! The most important is our love for fractals.
👍: 0 ⏩: 1
Leanndra51 In reply to Metafractals [2019-03-13 01:51:32 +0000 UTC]
I agree! I saw my first fractal in 2004 and didn't know what they were. Found Fractal Explorer program and the rest is history!
👍: 0 ⏩: 1
Metafractals In reply to senafoxx [2019-03-10 21:36:26 +0000 UTC]
Thank you very much Sena...!! For the background, I used the Cloud computation of FraxPro...!!
👍: 0 ⏩: 1
senafoxx In reply to Metafractals [2019-03-10 22:01:27 +0000 UTC]
The Pro render...?? It looks amazing...!! 👍🦊
👍: 0 ⏩: 1
Metafractals In reply to UniversalOm [2019-03-10 21:33:55 +0000 UTC]
Grazie mille, i tuoi commenti sono molto apprezzati.
👍: 0 ⏩: 1
UniversalOm In reply to Metafractals [2019-03-10 21:43:59 +0000 UTC]
♥ E i tuoi lavori molto apprezzabili
👍: 0 ⏩: 1