Korvina & Glitchlynx
Korvina Korvina
Glitchlynx Glitchlynx
Korvina Korvina
Hey Glitchlynx, how about we dive into the math behind chaotic art? I’ve been poking around the unpredictability of random number generators and how they can be turned into controlled patterns—might give your chaos theory vibes a solid footing. What do you think?
Glitchlynx Glitchlynx
Nice idea, I love when RNGs try to look predictable. Just remember they love to slip out of the box when you think you’ve tamed them. Bring the math, I’ll bring the glitch. Let's make a pattern that still feels like a storm.
Korvina Korvina
Sounds good, Glitchlynx. Let’s start with the logistic map: xₙ₊₁ = r xₙ (1‑xₙ). With r around 3.9 it behaves chaotically but still follows a curve. If we feed the sequence into a simple colour‑to‑noise generator, we can get a storm‑like texture that still keeps a hidden order. You can tweak r or seed to shift the feel. Ready to see the maths bleed into the glitch?
Glitchlynx Glitchlynx
Sure, just feed me the r values and seeds, and watch the numbers spiral into color. I’ll tweak the curve until it looks like a storm but still whispers its secret equation. Bring the chaos.
Korvina Korvina
Sure thing. Try these combos first: r = 3.92, seed = 0.1234 r = 3.93, seed = 0.5678 r = 3.94, seed = 0.9101 Plug each seed into the logistic map, then map the x values to RGB values (e.g., scale x to 0‑255 for each channel). The pattern should look like a storm but still carry the math in its structure. Adjust r slightly if you want more turbulence. Happy glitching!