Buddhi
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« Reply #15 on: March 14, 2010, 05:52:30 PM » |
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kram1032
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« Reply #16 on: March 14, 2010, 07:17:54 PM » |
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It's like a whole system of planets with vegetation I'd love to live on one of them As far as I can tell, they all look different, right? Are they ordered in a cuboid way or a little more organic? EDIT: Oh I see, it's actually spheres, made of smaller spheres, made of... Well, still interesting to live on one of them
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twinbee
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« Reply #17 on: March 15, 2010, 04:31:20 PM » |
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Wow, I can't believe the delicate equilibrium of detail survived the merging of two quite different techniques!
Great find. Worlds within worlds...
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KRAFTWERK
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« Reply #18 on: March 15, 2010, 04:33:54 PM » |
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Totally alien Buddhi!!! Thanks!
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Buddhi
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« Reply #19 on: March 16, 2010, 07:13:12 PM » |
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Thank you for nice comments. Next image shows Juliabulb power 2 (c = {-0.6, 0,0}) with folding function: if (x > 4.0) x = 8.0 - x; else if (x < -4.0) x = -8.0 - x; ... (the same for other axes) Interesting is that now there are visible structures similar to high power Mandelbulbs although power = 2. http://www.fractalforums.com/index.php?action=gallery;sa=view;id=1866
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kram1032
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« Reply #20 on: March 16, 2010, 08:03:52 PM » |
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So this is not a Mbox-folding? Or are those conditions similar to those from the Mbox? I somehow always missed the basic Mbox formula^^ This looks great, like a lot of connected fractal ball bearings It's very interesting how this kind of fractals mix organic and mechanic look'n'feel in a very new way (For instance, a car, especially a sports car but basically any modern car, looks very organic and mechanic at the same time but this fractal has that property in a totally different way)
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Buddhi
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« Reply #21 on: March 16, 2010, 08:44:23 PM » |
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It is a Mbox-folding but only cubic part (without spherical folding)
if (x > 4.0) x = 8.0 - x; else if (x < -4.0) x = -8.0 - x; if (y > 4.0) y = 8.0 - y; else if (y < -4.0) y = -8.0 - y; if (z > 4.0) z = 8.0 - z; else if (z < -4.0) z = -8.0 - z; new = MandelbulbFormulaPower2(x,y,z); //or other 3D formula e.g. quaternion x = new.x + cx; y = new.y + cy; z = new.z + cz;
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kram1032
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« Reply #22 on: March 16, 2010, 08:54:00 PM » |
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ah, I see A pretty simple set of if-rules
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aluminumstudios
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« Reply #23 on: March 17, 2010, 01:53:14 AM » |
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These are both brilliant and beautiful. The color and lighting in the renderings are quite artistic and stunning too.
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Timeroot
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« Reply #24 on: March 18, 2010, 05:40:34 AM » |
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I was just thinking... in combination with "Amazing fractal" (which seems kind of to have died out), and "Mandelbox", I think "Cantor Cube" is another fitting description. It is nowhere dense, (unlike the Mandelbulb), and it takes the form of a cube, like 3D cantor dust. The difference of course being that it's so much cooler.
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Someday, man will understand primary theory; how every aspect of our universe has come about. Then we will describe all of physics, build a complete understanding of genetic engineering, catalog all planets, and find intelligent life. And then we'll just puzzle over fractals for eternity.
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Buddhi
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« Reply #26 on: March 28, 2010, 03:55:44 PM » |
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Hi, here's my attemp using Tglad's cubic folding used by Buddhi. Made using Subblue's mandelbulb.
Interesting animation. Which parameters did you animate? Folding limits or Julia constant?
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visual.bermarte
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« Reply #27 on: March 28, 2010, 04:03:37 PM » |
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Julia+Radiolaria+Power+camera position and zoom. It's possible to use variables+sliders for folding's values as well.
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trafassel
Fractal Bachius
Posts: 531
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« Reply #28 on: April 24, 2010, 09:06:14 PM » |
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Same combination as Buddhis. First Quaternion, then folding in the box (no sphere folding).
Scale = 2
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David Makin
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« Reply #29 on: April 25, 2010, 02:20:50 AM » |
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Here's part of the standard z^8 "-sine" Mandelbulb with the standard scale 2 Mandelbox transform applied first on each iteration (rectangular and spherical folding and the scale): "Thistledown" If no image above then just click the link
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