There’s a certain aspect of human creation, a quaint sort inconsistent imperfection, that most of us tend to think is exclusive to us meatbags. Turns out it’s not; computers can emulate that too, and these weird-looking cartoon faces you could swear were drawn by a five-year-old prove it.
The faces are the product of code written by Matthias Dörfelt which generates them randomly and procedurally to create an army of the things—all distinctly different—in an instant. Dörfelt describes the project this way:
Computer generated images have a certain aesthetics to them that make them immediately recognizable as such by the trained eye. Weird Faces Study is an attempt to combine my old interest in illustration with programing, to create something procedural that has a truly individual artistic touch to it and is not instantly recognizable as a generative art piece.
It’s definitely stealth generative art. You’d be hard-pressed to guess it wasn’t the work of a human unless someone told you. And somehow it’s still way better than any of my drawing. [Creative Applications via Boing Boing]













Hand-Drawn Stereographic GIFs Are the Best GIFs
Amazing Sweet Shop Looks Like It Was Drawn By Kids
The computer loves a bit of Stewie Griffin, it seems.
Having recently seen a teatowel covered with the self-portraits of 7 year olds, this is actually better than a fair few of them could manage.
Such ungodly creations are an abomination to our holy savior, Jesus Christ.
Sorry, been getting into the whole Christmas thing…
dunno about that. u should see the people in my village
It’s nothing new persay:
http://designbydraw.com/blog/processing-identities/
Lovebytes identity from 2007 by Universal Everything is a parallel and precursor to this by five years
It’s always impressive, however to see design generated by code.
Chernoff was using cute computationally generated faces to display data in k-dimensional space back in the 1970s. So that’s cute+maths+1970s computers.
http://wexler.free.fr/library/files/chernoff%20(1973)%20the%20use%20of%20faces%20to%20represent%20points%20in%20k-dimensional%20space%20graphically.pdf