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| Description: A suprisingly simple one-sided Mandelbox, with no rotations. scale = 1, x>0.5, y>0.5, z>0.5 but no (x<-0.5), (y<-0.5),(z<-0.5) term. No minr or fixedr, just x=x/r, etc. Zoomed around (2.9, 0, 0). norm < 24, imax = 128. Stats: Total Favorities: 0 View Who Favorited Filesize: 355.01kB Height: 1200 Width: 1200 Posted by: msltoe  July 05, 2011, 07:19:41 PMRating:  by 5 members.Image Linking Codes
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Comments (6)  |
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matty686
Conqueror  Posts: 106 open-source rocks 
| July 09, 2011, 03:59:36 PM I like it it has that eye candy feel i try to achieve with my fractals |
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trafassel
Fractal Bachius  Posts: 531
| July 06, 2011, 08:51:00 AM Very nice. |
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msltoe
Iterator  Posts: 187
| July 06, 2011, 04:27:46 AM I think the trick for spirals is keeping reflections at a minimum. The abs in your formula may have been preventing spirals. That said, this discovery was luck. |
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Kali
Fractal Supremo Posts: 1138
| July 06, 2011, 02:11:41 AM So 2D it's pretty similar to this: http://www.fractalforums.com/new-theories-and-research/kaliset-plus-boxfold-nice-new-2d-fractal/ I also used positive half of "boxfold", but with abs before and original mandelbox folding (2-x). I tried also a lot of variations, but I never saw such beatiful spirals with this kind of fractals, it's a great find of yours! |
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msltoe
Iterator Posts: 187
| July 05, 2011, 09:34:16 PM Very close: x=1-x, y=1-y, z=1-z. I found the spiral by rendering a 2-D version in ChaosPro. |
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Kali
Fractal Supremo Posts: 1138
| July 05, 2011, 08:14:14 PM Amazing! But as far as I understand, is just this? if (x>0.5) {x=2-x}; if (y>0.5) {y=2-y}; if (z>0.5) {z=2-z}; r=x*x+y*y+z*z; x=x/r+c; y=y/r+c; z=z/r+c; |
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