String Theory #1

String Theory is a rendering of long strands of information. A range is chosen, and a periodic function oscillates between these two values, its time based on the distance from the centre, snapped to values in the x/y diagonal.

Features:

Rotation: One of two values, equally likely. The image will either be in the x=y or x=-y axis.

Scale: This affects the spacing of the information strands. All values are equally likely.

Range: This affects the tightness of the waves within each strand, and allows patterns to form across adjacent strands.

Hue Range: Some values allow for changing hues within strands, others limit the hues to a specific, curated palette. These are of varying probabilities and will affect rarity.