Roulette Simulator

D'Alembert Roulette Simulator

Test the D'Alembert betting system with our free interactive simulator. Explore this linear progression strategy that's considered less risky than Martingale while still facing the mathematical house edge.

📈 How It Works

Increase bet by one unit after loss, decrease by one unit after win

🛡️ Key Feature

Linear progression makes it less aggressive than exponential systems

⚖️ Math Reality

Even gentle progression cannot overcome the house edge

D'Alembert Monte Carlo Simulation

D'Alembert Strategy:

Increase your bet by one unit after a loss, decrease by one unit after a win. This system aims to balance wins and losses over time.

Roulette Type

Why Use This Simulator?

  • Test the most conservative progression system
  • Compare linear vs exponential betting progressions
  • Understand bankroll requirements for gentle systems
  • See how table limits affect linear progressions
  • Analyze risk-reward trade-offs in betting systems

Expected Outcomes

  • Smaller bet swings compared to Martingale
  • Longer sessions before bankroll exhaustion
  • Still subject to house edge accumulation
  • Lower volatility but also lower recovery potential
  • Mathematical equilibrium favors the house

🧮 About the D'Alembert System

Named after French mathematician Jean le Rond d'Alembert, this system is based on the equilibrium theory that wins and losses should eventually balance out.

The system increases bets by one unit after losses and decreases by one unit after wins, creating a much gentler progression than exponential systems. However, it still cannot overcome the fundamental mathematical advantage held by the house.

⚠️ Important Reminder

While D'Alembert is less aggressive than other systems, it still cannot overcome the house edge. This simulator demonstrates why even the most conservative betting progressions fail long-term. Use for educational purposes only.