POVRay Short Code Contest Results In
PateraSilk writes "The Results for the POVRay Short Code Contest are available here. This contest looks for the best images to be generated in POVRay with the smallest amount of code--in this case, under 256 bytes. Definitely 'less is more'."
That should be 256 bytes, not K.
The challenge was to create a POVRay file smaller than 256 bytes. And the results are amazing. Fantastic work.
I remember leaving my 386 on all night rendering stuff that looked much worse than these....
I considered "Simple" to be only mildly more interesting than the red square that came in last. How the hell did it win first (and third) place?
Kind of disappointing, although when I read the conditions for each place, I realized that the 'real favourite' would end up being second -- and I was right. Agate Face is amazing for its size.
Random and weird software I've written.
Less can be more, but more is often so much more. The Chado Hall of Fame image is stunning. I'm still trying to convince myself that it's not a photograph.
Want to improve your Karma? Instead of "Post Anonymously", try the "Post Humously" option.
POV-Ray's command-line options are weird:
povray +Iyournewdesktop.pov +Oyournewdesktop.png +A +W1024 +H768 +FN
Replace the numbers with your screen resolution. Warning: some of these will take a *while*.
Evocative" and "aesthetic" used that often and in those ways make it sound like you're trying to be smarter and deeper than you really are. Stop it.
Your message lacks evocation and aesthetics. It resembles the sophomoric flow of a less talented slashdot participant. It thus should be delegated to those honed in the fine arts of non-positive moderation scoring techniques.
Table-ized A.I.
(Take a look at the verbose version of the code for an easier read.)
The buildings are actually just one big isosurface. This is a surface in 3D space that is described by a function, similar to describing a line on a 2D graph. For example (warning, I'm been out of school for a while!), the formula y=x would describe a straight line at a 45 deg angle, whereas y=x^2 describes a parabolic curve. You can make the formula more complex and make us of functions (like sin(), cos(), max(), etc...) to end up with some really funky lines that wobble all over.
The authors of "City" and "The Agate Face" both use isosurfaces effectively.
I cannot.
My religion forbids the use of sigs.