A chaotic DEX simulator powered by deterministic chaos. The price follows the logistic map: xₙ₊₁ = 3.95 · xₙ · (1 − xₙ) — your trades perturb the attractor, but the math always wins.
Each tick computes the next value of the logistic map at r = 3.95 (deep chaotic regime), then maps to price via:
P = $100 · e^(3.2 · (x − 0.5))
- Buying pushes x up → price rises (bullish vibes)
- Selling pushes x down → price falls (bearish vibes)
- Random chaos events shake the attractor every few seconds
- Trades persist in localStorage — survive refreshes
npm install
npm run devThis is not financial advice. This is barely mathematics. Past chaos does not predict future chaos.
