One-Eyed Richmond Forum
General => General Discussion => Topic started by: Moi on April 29, 2007, 02:08:58 PM
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Anyone into them?
I luv them - here's the Wiks definition of 'em cos I can't explain them http://en.wikipedia.org/wiki/Fractal
But they're awesome. You can get free programs you can make them - or more expensive ones if you're right into them.
Program I'm using - free :-) http://www.eclectasy.com/Fractal-Explorer/index.html
Here's a couple
(http://www.brandtarot.com/blog/wp-content/uploads/2006/08/fractal.gif)
(http://www.imageox.com/image/2647-Fractal2.png)
(http://www.image-upload.net/files/2492/StumbleUpon/mandel3.png)
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I've just started doing them, so they're not like those ones, but they're fun and get you sucked in. A couple I've done
(http://img170.imageshack.us/img170/3200/snowcrystalsbx8.png)
(http://img153.imageshack.us/img153/2927/r11lm3.png)
(http://img105.imageshack.us/img105/8966/r10ac5.png)
(http://img299.imageshack.us/img299/9192/r5ms4.png)
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Another couple I made - I'm hooked lol
(http://img151.imageshack.us/img151/2791/46904995lv6.jpg)
(http://img132.imageshack.us/img132/1853/97079508wq6.jpg)
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Fractals are cool. You can zoom in and it keeps reproducing itself for infinity. The famous one is the Mandlebrot plot which is in that 3rd pic of Moi's.
They aren't just pretty pictures either. A real life example is a coastline like along the Great Ocean Road. Technically it's something with a dimension that lies between the natural numbers 1, 2, 3, etc. All part of Chaos theory (and I don't mean Maxwell Smart ;D )
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The best part about them is any moron can do it - and guess who's doing it :lol
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The best part about them is any moron can do it - and guess who's doing it :lol
A hippy on acid :lol
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The best part about them is any moron can do it - and guess who's doing it :lol
A hippy on acid :lol
Ox would be great at these :rollin
I'm proud of this one, I had to put my signature on it lol
(http://img340.imageshack.us/img340/296/13copyfv2.jpg)
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Play clip on repeat for effect
http://oneeyed-richmond.com/movies/mandlezoom.mpg (http://oneeyed-richmond.com/movies/mandlezoom.mpg)
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Didn't come out, MT
Can't wait to see it :thumbsup
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Play clip on repeat for effect
http://oneeyed-richmond.com/movies/mandlezoom.mpg (http://oneeyed-richmond.com/movies/mandlezoom.mpg)
Thanks Moi. The link should be fixed now.
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Just luv 'em :thumbsup
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OK here's a real dumb blonde question (and I'm not even blonde!). Do I have to download all the stuff or only just a part of it. Please explain!
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OK here's a real dumb blonde question (and I'm not even blonde!). Do I have to download all the stuff or only just a part of it. Please explain!
Not sure what you mean Julz.
You download the whole picture and if you could continually zoom in on section of the fractal (in the case below a Mandlebrot plot) then you keep getting back to what you started with.
(http://www.olympus.net/personal/dewey/zoom14.png) (http://www.olympus.net/personal/dewey/zoom13.png) (http://www.olympus.net/personal/dewey/zoom12.png) (http://www.olympus.net/personal/dewey/zoom11.png)
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A couple more I made - luv doing these :-)
(http://i157.photobucket.com/albums/t73/Froars/Fractals/1344.jpg)
(http://i157.photobucket.com/albums/t73/Froars/Fractals/690.jpg)
(http://i157.photobucket.com/albums/t73/Froars/Fractals/1552.jpg)
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Like the purple one.
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Thanks Julz.
If anyone wants to have a go, the program I use was called Fractal Explorer
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Fractals are cool. You can zoom in and it keeps reproducing itself for infinity. The famous one is the Mandlebrot plot which is in that 3rd pic of Moi's.
They aren't just pretty pictures either. A real life example is a coastline like along the Great Ocean Road. Technically it's something with a dimension that lies between the natural numbers 1, 2, 3, etc. All part of Chaos theory (and I don't mean Maxwell Smart ;D )
Also profoundly graphically represent the scale invariance of phase transitions in nature.
Basically this means that when a system is undergoing phase change (e.g. boiling water -> steam) it doesn't matter how far you zoom in or out certain things look precisely the same.