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iam preparing for a small generative performance this week. This patch is rendering 3d structures with glitchy texture, and PXN effects.
Sneak peek of handbuilt pieces. Clay rolled out thin, allowed to stiffen, cut into geometry according to a pattern, assembled. Then treated like the fragile, temperamental, demanding, disloyal, and spiteful thing it is.
For the rebranding of Actelion, a biopharmaceutical company, we developed a tool for automatic image generation that enables the generation of a unique, in-itself homogeneous graphic image world out of heterogeneous visual material.
As one moves, and throws some shapes, the image builds. Moving more quickly makes busier images. I had so much fun doing this.
new addition to our collection of generative jigsaw puzzles, a blank puzzle
extra hard since there's no image to guide assembly and it's hard to tell which side is up
trying to teach old code some new tricks, and come up with some workable base settings as it settles into a final style
tb/lr i'm calling them 'oil', 'acrylic', 'charcoal', 'pencil', 'ink', (though clearly the names aren't a perfect match to the actual mediums), final one is just a raw mono of the 'substrate'.
color handling still needs work (hasn't it always), more muted colors used here because they're easier to deal with (plus i favor olive/brown ;), will now return to the bolder colors and try again to whip them into submission - am pretty sure it's a non-linear thing that's frustrating me, prolly along the lines of gamma correction, might need a pow/exp/log in there somewhere to get more 'natural' behavior
no 'photoshopping' here other than to composite them - generated algorithmically from scratch
A Mobius Patterns IFS fractal formed from a set of Mobius transformations.
Created using the Fractal Science Kit fractal generator. See www.fractalsciencekit.com/ for details.
The method used to produce this image is based on information in the book "Indra's Pearls - The Vision of Felix Klein" by David Mumford, Caroline Series, and David Wright. For additional details, see David Wright's "Indra's Pearls" site (klein.math.okstate.edu/IndrasPearls/).