V · on code

Gibberist

A formula pretending to babble.

When I was a kid and first working as a dev, one of the purest thrills was making the machine draw something I had not drawn. No prompt, no archive, no model. Just a loop, a coordinate, a function, and the unreasonable feeling that math had a personality.

This is that little machine rebuilt as a page. The text below is literal gibberish: not lorem ipsum, not scrambled prose, not fake words. Each mark is chosen by a deterministic formula that turns position into a character. It looks random because the curve folds back through sine, cosine, and modular arithmetic until the pattern stops reading as language.

Stare at the field for a while. It starts as the Orchard mark, then the marks keep moving until new shapes rise out of the shuffle.

The alphabet without a tongue

Words carry too much memory. If the point is generated art, words keep trying to smuggle meaning back in. So the alphabet here has been reduced to five block tones seeded from the Orchard mark. The generator does not know syllables. It only knows this:

n = i + seed
v = sin(n * 12.9898) * 43758.5453 + cos(n * n * 0.071)
tone = orchardLogo(x, y), then random neighbor swaps

The canvases are the part I remember from being a kid at the keyboard: not pictures loaded from somewhere else, but pixels, lines, and shapes layered over the screen by math. Sine pushes one coordinate, cosine pulls another, modular arithmetic interrupts the path, and the image keeps accreting until the rule becomes visible.

11 / interference field
23 / modular rain
37 / folded orbit
53 / signal bruise
71 / square wave garden

Pixels as behavior

That is the old joy: the output does not mean anything first. It behaves first. The screen gets worked by loops: a small rectangle here, a crossing line there, a ring that only exists because two waves briefly agree. Then the eye starts doing what eyes do, finding weather in noise and intent in repetition.

I like that because it keeps the earlier question honest. Sometimes the shadow is not a degraded copy of an ideal. Sometimes the shadow is all there is: a procedure made visible, a system showing you its habits. The ideal is not hidden behind the marks. It is the marks, plus the rule that made them, plus the part of us that cannot resist reading.


Next — Simulation and the S-Curve →