Compounding
Each trade risks the chosen percentage of the current balance. After a win, the next dollar risk can grow; after a loss, it can shrink. This makes both gains and drawdowns compound through the sequence.
Monte Carlo Simulator
Simulate your strategy’s equity curves using win rate, payout, risk and position sizing. Estimate profit probability, drawdowns and final account balances across repeated trading paths.
A Monte Carlo simulator builds many independent trade sequences from the assumptions you enter. Comparing those paths shows a distribution of possible balances, drawdowns, and threshold events; it cannot tell you which path real trading will follow.
Simulation paths will appear here after you run the model.
Configure your strategy above and click “Run Simulation”.
Build a scenario from the assumptions you can explain, then read its outcome distribution in context.
Use your observed win rate and a reward-to-risk estimate that matches your trade plan. The model samples each outcome independently from the rate you enter.
Choose starting capital, risk per trade, sizing mode, and a floor that defines a ruin event for this scenario.
Each path uses the same trade count. More simulations show a wider sample of possible paths, while taking longer to calculate.
Start a new run after you settle on the inputs. The browser worker calculates independent paths without blocking the page.
Read the middle and percentile outcomes together with ruin and drawdown measures. They describe the assumptions in this run, not a forecast.
Compare five modeled profiles. Their example profit probabilities come from the same fixed horizon and settings listed below.
| Profile | Win Rate | Reward : Risk | Risk / Trade | Sizing | Expected Value / Trade | Example Profit Probability |
|---|---|---|---|---|---|---|
| Conservative | 40% | 3:1 | 0.5% | Fixed | +0.30% | 100% |
| Balanced | 55% | 1.5:1 | 1% | Compound | +0.375% | 100% |
| Aggressive | 60% | 1.5:1 | 2% | Compound | +1.00% | 100% |
| Scalper | 70% | 0.8:1 | 1% | Fixed | +0.26% | 100% |
| Swing Trader | 45% | 2.5:1 | 1.5% | Compound | +0.8625% | 100% |
Examples use 200 trades, 1,000 simulations, $25,000 starting capital, and a 50% initial-capital loss floor. They assume independent trades and the entered win rate and payout; real execution and costs are not modeled.
Position sizing changes how a sequence of wins and losses affects the next trade.
Each trade risks the chosen percentage of the current balance. After a win, the next dollar risk can grow; after a loss, it can shrink. This makes both gains and drawdowns compound through the sequence.
Each trade risks the chosen percentage of starting capital. For example, 1% of a $25,000 starting balance is $250 per trade even after the account moves up or down.
Run both modes with the same win rate and payout assumptions to compare their modeled paths. Neither mode removes trading risk.
Use these definitions to read the result values and percentiles.
Pair a path simulation with tools for individual trade planning and drawdown context.
Keep your trade history and review the results behind the assumptions you test here.
It samples many independent win-or-loss sequences from the win rate and reward-to-risk assumptions you enter, then summarizes the resulting balance paths. It does not replay or shuffle a specific trade history, and it cannot predict which path will occur.
The calculator allows 100 to 10,000 paths. More paths can reduce sampling noise in percentile estimates, but they do not make the assumptions more accurate or turn the output into a forecast.
A path counts as ruined if its balance falls below the selected percentage of its initial capital at any point during the run. It remains counted if it later climbs back above the floor.
Compounding calculates risk from the current balance on each trade. Fixed-dollar sizing keeps each trade’s dollar risk tied to the starting balance. Both approaches can produce losses and drawdowns.
It is the point at or below which 95% of simulated maximum drawdowns fall. Five percent of paths have a deeper maximum drawdown in this run, so it is a distribution measure rather than a guaranteed worst case.
Win rate alone leaves out the size of wins relative to losses. Under the simple assumptions in this model, a 40% win rate with a 3:1 reward-to-risk has positive expected value, while 60% with a 0.5:1 reward-to-risk does not. Costs and execution can change real results.
This simulator is an educational scenario tool, not investment advice or a promise of future performance. It models independent outcomes from fixed assumptions and excludes commissions, slippage, changing market conditions, and other execution effects. Trading can result in the loss of capital.