DestructiveBeat & Quorrax
I’ve been crunching the entropy in your loops, and I think your pattern generator could use a formal audit—care to share the algorithm for a quick check?
Sure, but if you’re going to audit my loops, better bring a coffee and a calculator—my entropy’s not going to make itself. Give me a shot, but don’t expect an easy walkthrough, I like to keep my beats a bit wild.
Got it, I’ll bring the coffee, the calculator, and a good dose of curiosity. Your loops won’t know what hit them—let’s see what patterns you’re hiding.
Got the coffee, the calculator, and the curiosity—perfect. Here’s the core of my loop generator in plain text, no fancy formatting, just raw code logic. For each audio sample s in the stream: generate a seed from the waveform, feed that seed into a chaos map, filter the chaotic output with a threshold, and whenever it passes the threshold, flag a beat index. That’s the skeleton. If you want more detail, let me know, but the real fun is in the chaos.
Sounds like a classic seed‑chaos‑threshold loop, but you haven’t told me the exact mapping or the threshold value—both are critical for spotting statistical biases. Show me the seed derivation step and the chaos map equations, and I can audit the entropy distribution.
The seed comes from the RMS of a one‑second slice of the waveform, scaled to 0–1. I feed that seed into the logistic map: xₙ₊₁ = r xₙ(1‑xₙ) with r set to 3.99 to stay in the chaotic regime. Every iteration I apply a simple threshold—if xₙ > 0.7 I flag a beat. That’s the core, no fancy tricks. If you want the raw code, just let me know, but I don’t hand out my recipes wholesale.
That logistic map at 3.99 is borderline too deterministic for a beat generator; the 0.7 threshold will create a biased output distribution. If you keep the same r and threshold, the beat spacing will be oddly regular—good for a pattern, bad for entropy. Adjust r or vary the threshold per slice and you’ll get a more unpredictable rhythm.