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April 3, 2012
3.3 MB
1600×2400
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Comments: 13
Favourites: 23 [who?]

Views: 473 (0 today)
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:iconchaosfissure:
Messing around with oblique xforms more. I'm loving how these turn out.

Apo+Chaotica.

____________________________________
This image, or modifications of this image, is not to be used, reuploaded, or redistributed in any form without my explicit permission.
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:iconfardareismai:
The longer I look at this, the more I see: symmetrical pieces
"hidden" by asymmetrical arrangement, a surprisingly wide hue range (easy to miss due to the relatively low saturation), shapes repeated but distorted. It reminds me not only of the other oblique linear apo work I've seen, but also of some of Dan Wills's UF works (specifically the negmandel zooms). On a less technical level, it reminds me of the gathered folds of an extremely voluminous skirt, or maybe hair.

I guess the only thing i'd suggest is that, with all those fine-grained parallel-ish lines, higher supersampling (say, 4) would have really suited the image, making it both smoother and sharper.
What do you think?
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:iconthe-final-i:
~the-final-I Apr 5, 2012  Hobbyist General Artist
Bloody heck. This is amazing! :faint:
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:iconchaosfissure:
=ChaosFissure Apr 5, 2012  Hobbyist Digital Artist
Thank you very much, I'm glad you like it!
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:iconthe-final-i:
~the-final-I Apr 5, 2012  Hobbyist General Artist
-still fainted-
:happybounce:
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:iconanjaleck:
*anjaleck Apr 3, 2012  Hobbyist General Artist
I love the mingling flows of this!
Hugs,
Anj
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:iconchaosfissure:
=ChaosFissure Apr 3, 2012  Hobbyist Digital Artist
Thank you :)
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:iconanjaleck:
*anjaleck Apr 3, 2012  Hobbyist General Artist
You're welcome!
Hugs,
Anj
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:iconbearlakebecky:
*BearLakeBecky Apr 3, 2012  Hobbyist Photographer
Quite stunning ...
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:iconchaosfissure:
=ChaosFissure Apr 3, 2012  Hobbyist Digital Artist
Thank you :)
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:icondominator60:
~DOMINATOR60 Apr 3, 2012  Hobbyist Digital Artist
oooohhh.... is that Escher, by any chance?
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:iconchaosfissure:
=ChaosFissure Apr 3, 2012  Hobbyist Digital Artist
It could be, however it's just linear and an fxform. Escher with beta=0 is the same as linear, though. :P
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