connor @notwa@cybre.space

more experimenting

i remade the inner part with quadratic curves, and i like the extra degree of control, but now realize that the outer parts don't really 'work' with this method

i've been experimenting

some problem-solving notes for good measure

here's the right side without masking

playing around with shapes. left: cubic bezier; right: circular mask

this is looking more sensible

i got something started but i very much doubt that this is bug-free or meaningful in any way (yet)

i added rotation and mirroring but i haven't updated the links yet

heyy my old color particle thingy works in nim 1.0.0 after updating a few lines of code

LOG OFF

video game corruptions

it's dango!

yes very good

i threw everything at the wall here.
hexagonal radius of 9, costs between 1 and 5 (plus free square), stumps enabled, points constrained 2 cells from each corner to have a minimum cost from center of 10 or 20, and costs of 1 and 5 respectively. there must be $1 cells with minimum costs from 1 to 10, and the total cost of a symmetrical segment must equal 150. the count of $n cells must be $1 ≥ $2 + 2 ≥ etc. this shows the minimum costs; actual costs are in increasing intensity of color.

i made a bunch of settings like optional stumps that are impassible

glitch art?

it's like a skill tree where you start in the center and there's constraints on the six corners for costs and total costs. it has 3-way rotational symmetry. and yeah, these squares would be rendered as hexagons outside of a terminal.

looking good
(yes they aren't strictly hexagons)

i get why they're doing this (g_i should imitate being drawn from a normal distribution) but hell if i know how