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McJohnalds — Fabric of Time
Published: 2006-12-26 11:04:30 +0000 UTC; Views: 684; Favourites: 21; Downloads: 25
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Description
wow... JUST WOW... I guess an entire afternoon spent on this really pays off!Credit to for her wonderful spherical fractal tutorial. [link]
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made in Apophysis 2.05b
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Comments: 30
amazing 
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yes... this was a long time ago, but i couldn't agree more!
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"mcjohnalds"?
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well actually... i'd say ronald's more of the evil twin...
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Remind me next time you sign in, and I'll see what I can do for you...
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so i'll take it you're not interested then?
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might be, just not at this point in time.
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This piece is really quite incredible! I love the depth of all the layers and the colours!
Thanks for the favourite!
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Thanks. You're totally welcome!
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Thank you. Your signature is funny. ^_^
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Thanks!
I don't spend as much time on fractals anymore. I'll try to get back to them.
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O_O Wow.. I just spent a while staring at it. You should totally make this your featured deviation. All that time you spent on it payed off in full.
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I might just do that. Thanks.
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That is amazing, man! It's like an engaging cross between the inner gears of a clock and an intricate tapestry. But perhaps that's where you were going with the title, but that's my first impression. Awesome.
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Thank you for your comment and in-depth interpretation!
I think I was sub-consciously thinking about that when I made this.
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And thou art most deserving. 
So an entire afternoon, eh? I'll bet. Y'know, I've not the foggiest clue as to how fractuals work... are they very difficult?
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lol! Half my time was spent getting the colours right! As for difficultly, it just depends. It takes quite a while to learn how to use the software, but once you master it its relatively simple. A large part of fractal making is experimenting a lot.
Here's my current undertanding of them. Fractals are a graphical representation of complex mathematical equations. In Apophysis, you create fractals based on a series of 2d planes (triangles) called transforms. The image that you create is affected by the size, shape and position of the transforms, as well as variations (linear, sinusoidal, spherical, exponetial, and hyperbolic to list just a few). Great, now I made it seem complex! Its easier than it sounds...
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*drool*
Heh, okay, I think I get it. Kind of. I sure bet it would take some getting used to. 
Again, this is so awesome. You could get so totally lost in this thing. It's mesmerizing.
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You're right, I just mesmerised myself.
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