tag:blogger.com,1999:blog-62573014049470339.post5806945435643442753..comments2017-09-01T17:42:22.854-04:00Comments on Fractal Journey: Mandelbrot Ultra Zoom #5: 2.1E275Orson Wanghttp://www.blogger.com/profile/03336013668591821868noreply@blogger.comBlogger20125tag:blogger.com,1999:blog-62573014049470339.post-3830279378159456232016-06-23T11:09:39.169-04:002016-06-23T11:09:39.169-04:00Awesome images!
For those interested in programmi...Awesome images!<br /><br />For those interested in programming, here's a tutorial on Mandelbrot in just 25 lines of JavaScript:<br /><br />http://slicker.me/fractals/fractals.htmIrving Dallashttps://www.blogger.com/profile/13463423942853369717noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-59636764221728902942016-05-27T17:42:11.390-04:002016-05-27T17:42:11.390-04:00I used three computers with quad-core processors, ...I used three computers with quad-core processors, such as Intel Q6600. Software was Ultra Fractal, which scales perfectly with processor cores.Orson Wanghttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-50951578475063673552016-05-27T16:45:13.570-04:002016-05-27T16:45:13.570-04:00Would I be possible to share further details about...Would I be possible to share further details about the software/hardware configuration used for this creation ? For instance, the description states that "All images were lovingly rendered by 12 CPU cores running 24/7 for 6 months.". You mean, 12 GPU, right ? Otherwise, do we talk about 12 dies or 6 CPU + Hyperthreading ? Did you use a rendering computer or an ordinary workstation ? I'm really curious about the hardware behind this marvel :)<br /><br />Thank youAnonymousnoreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-19460329379011548312016-01-07T14:22:47.234-05:002016-01-07T14:22:47.234-05:00The video looks great, but it uses the absolutely ...The video looks great, but it uses the absolutely most annoying download system I have seen in 20 years of the Internet. <br />Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-85734318133924496872015-02-13T11:55:34.123-05:002015-02-13T11:55:34.123-05:00Finding the coordinates took almost as much time a...Finding the coordinates took almost as much time as rendering the zoom. Finding the coordinate is mostly trial and error. After some practice, though, most people will learn to zoom in on vanishing points for areas of interest and self similarity.Orson Wanghttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-57123414931370415002015-02-08T16:34:05.747-05:002015-02-08T16:34:05.747-05:00this is absolutely awesome...
I just finished my o...this is absolutely awesome...<br />I just finished my own program to make Mandelbrot zoom videos, but will never have the time and specs to do such an amazingly deep zoom!<br />But I used your coordinates so that i have a good starting point.<br />How do you find coordinates that work?Pascalhttps://www.blogger.com/profile/00707543925369164322noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-35855054147084758272013-10-15T13:05:04.054-04:002013-10-15T13:05:04.054-04:00I found a better file host. I hope this one sticks...I found a better file host. I hope this one sticks! Thanks for your patience.Orson Wanghttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-78555053412032301512013-10-10T08:35:38.456-04:002013-10-10T08:35:38.456-04:00It seems like the video link is dead again. Is the...It seems like the video link is dead again. Is there any way you can upload it again?<br /><br />Thanks!Juan Orlandinihttps://www.blogger.com/profile/09839077603974708482noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-79783091102859426132013-05-08T17:13:47.668-04:002013-05-08T17:13:47.668-04:00@Alan Harriss Thanks for spotting the dead link. I...@Alan Harriss Thanks for spotting the dead link. I have uploaded to a new host and updated the link.Orson Wanghttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-86072004780621000162013-05-07T20:50:41.397-04:002013-05-07T20:50:41.397-04:00This comment has been removed by the author.Alan Harrisshttps://www.blogger.com/profile/17577173560151265692noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-64815355861267581112013-05-07T20:50:18.167-04:002013-05-07T20:50:18.167-04:00I love this video and would like to download the f...I love this video and would like to download the full quality file , but the link is dead. Is there any way to download?Alan Harrisshttps://www.blogger.com/profile/17577173560151265692noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-45937506936456237452012-11-02T21:39:07.254-04:002012-11-02T21:39:07.254-04:00@Ken - I'm glad you enjoyed the fractal video ...@Ken - I'm glad you enjoyed the fractal video and the music (I'll pass along the word). BTW, the album cover for Dark Flow's album is actually a color-modified version of this picture: http://fractaljourney.blogspot.com/2007/09/sunset-mirror.html<br /><br />If you get the physical CD, the disc actually uses this image: http://fractaljourney.blogspot.com/2007/05/saturday-confetti.html<br /><br />Dark Flow is also a Mandelbrot fan!Orson Wanghttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-81203310996059803952012-11-02T15:31:55.231-04:002012-11-02T15:31:55.231-04:00Not a scientist. Not a mathematician.
I understa...Not a scientist. Not a mathematician. <br /><br />I understand the basic concepts of which you speak.<br /><br />But I primarily enjoy this work from an artistic perspective.<br /><br />The fusion of the ultra zoom data with the <b>Dark Flow</b> track makes for an engaging journey.<br /><br />Be sure to let Dark Flow know that I bought their CD on Amazon after hearing several of their tracks in your videos.<br /><br />All the best and keep up the good work!<br /><br />- KenKenhttps://www.blogger.com/profile/11729022179640219585noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-1183732420517819402012-07-26T21:32:01.702-04:002012-07-26T21:32:01.702-04:00@felix The point was chosen to be interesting. I e...@felix The point was chosen to be interesting. I explored other locations that I found to be less interesting or too computationally intensive. After one spends some time exploring the Mandelbrot set, one starts getting a feel of where to go to find interesting points. Google "quickman" - an easy, fast Mandelbrot explorer - and see for yourself.Orson Wanghttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-71414843378318062682012-07-24T15:36:37.995-04:002012-07-24T15:36:37.995-04:00Was the coordinate you zoomed to specifically chos...Was the coordinate you zoomed to specifically chosen to give interesting patterns the whole way down, or would any point do that? I ask because there are less complex areas to the side of the zoom center that look like they would show a uniform flat color forever. On the other hand I find it hard to imagine that you could have manually discovered a special coord that deep down that works at all levels of zoom.felixnoreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-20202373209270457182011-04-02T21:00:45.695-04:002011-04-02T21:00:45.695-04:00Check out this excellent summary of existing fract...Check out this excellent summary of existing fractal programs. The key phrase to use on search engines is "arbitrary precision".<br /><br />https://www.fractalus.com/fractal-art-faq/faq06.htmlOrsonhttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-84153786205691636672011-04-02T08:32:40.161-04:002011-04-02T08:32:40.161-04:00Which software did you use? (I can see how it woul...Which software did you use? (I can see how it would take that long, since the precision is way beyond ordinary floating point numbers, but how does one implement that, actually? Or is there an Integer-Mandelbrot formula?)pascalhttps://www.blogger.com/profile/06205381611448166224noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-76014609223805123092011-04-02T08:32:06.179-04:002011-04-02T08:32:06.179-04:00This comment has been removed by the author.pascalhttps://www.blogger.com/profile/06205381611448166224noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-45305289081428032792010-02-10T22:26:05.116-05:002010-02-10T22:26:05.116-05:00Here's how I explained it on my Facebook page:...Here's how I explained it on my Facebook page: "If you were to start with the whole universe in front of you, and then zoom in on a single particle (an electron for instance)- and that particle then became a universe, and you were to zoom in on a single particle within that universe, and then that particle were to become a universe, and you were to zoom in on a single particle within that universe, and then that particle became a universe, and you were to zoom in on a single particle within that universe, and then that particle became a universe, and then you were to zoom in on a single particle within that universe, and that particle became a universe, and then you were to zoom in on a single particle within that universe, and at that point you found yourself essentially back where you started, that's the zoom-scale equivalent of what you'll find in this video of the Mandelbrot Set, which can be described, in mathematical notation, with less than 30 symbols. Even if Moore's Law continued unabated for trillions of millenia, and all the mass in the universe were turned into data storage to simply contain the specific coordinates of ever-deeper points of exploration, the Mandelbrot Set still could not be fully explored. You could say that it's more complex than the universe... if not for the fact that the universe has the Mandelbrot Set in it."deepskyfrontierhttps://www.blogger.com/profile/13273362483871259959noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-59778769815060522532010-02-10T22:11:20.845-05:002010-02-10T22:11:20.845-05:002.1E275. Something like seven universes? Where a...2.1E275. Something like seven universes? Where an individual particle becomes the size of a universe, and then an individual particle is chosen from withing that universe- and so on- a total of approximately seven times? It's an amazing work of exploration. It's breathtaking. And you can continue it, can't you? Go deeper?deepskyfrontierhttps://www.blogger.com/profile/13273362483871259959noreply@blogger.com