Random tile lattice
Another Tile lattice experiment. The basic tile is used in all 8 orientations (rotated and/or mirrored) in 12 rows of 8 columns. The rotations are generated randomly, and then selected programmatically to remove certain combinations of tiles. Finally I select visually using criteria that I don’t understand well enough to program.
I made a special edge tile and a special corner tile, and rotated them 4 ways to provide a border. After I did this, I realized that it solves a visual problem: tiling schemes are designed to repeat indefinitely, but in the end one has to generate a finite image, leading to an abrupt termination. Here the border tiles contain the chaos.
I think this would make a great carpet.
Color harmony experiment

The colors in the image on the left are from a pentad color harmony; the colors are 72 degrees apart on the color wheel like the points of a pentagon inscribed in a circle. Actually, I just made that up in analogy to the hexad harmony I read about in a book on color theory. The hexad harmony has 6 colors spaced 60 degrees apart, and since I only have 5 colors, why not invent the pentad?
The colors on the right are from a hexad harmony, but a color (cyan) is missing. I call it hexad minus one. The conventional wisdom from Pythagorean Tarot is:
This is what happens when I make something up and google it.
Tile lattice

Another experiment. The lattice is made from 48 identical tiles (6 rows of 8). The tiles are asymmetric, but line up no matter how they are rotated. The corners are always blue and the middle segments are always orange.
Synthetic planet
Rainbow pod

This particular effect leaves a blurry mess at the center, so I cover it up with a seed pod.
Polar inversion pod

An open seed pod gets a background from Paint.net’s “polar inversion” effect.
Hexad harmony

Starting with More digital crystals, I added a sixth color and switched to a hexad color harmony, with the six colors spaced around the color circle at 60-degree intervals.
Digital crystal sudoku
More digital crystals

Another experiment. Here I divide the image into zones and grow the crystals until they fill their zones.


