MRPNL

Compounding Calculator

Watch the compound effect snowball — set a starting balance and a fixed % gain per trade, then hit play to replay your account level by level, with milestones, an equity curve and an editable target-vs-actual ledger.

FAQs

What is compounding in trading?

Compounding means each trade’s gain is calculated on the new, larger balance — profits earn profits. At a fixed % per trade the balance grows exponentially, slow at first then explosively, which is why the equity curve hooks upward at the end.

Are these returns realistic?

No — and that is the lesson. The tool holds the gain rate constant, but no real strategy returns a fixed percentage every trade or day. Sustainable daily edges are roughly 1–5%; anything like 20%/day produces fantasy balances within weeks. Use it to feel the curve, not to plan returns.

What does the Max loss limit do?

You cap net realized losses per day, per week, or both at once — like a funded account that enforces a daily and an overall loss limit together. The cap can be a percentage of the balance at the start of that period (so it scales as the account compounds) or a flat dollar amount, whichever you prefer. As you log actual results in the Trade Ledger, the tool nets them per period: at 80% of a limit it warns you to size down, and once a limit is breached it tells you to stop trading and cool down until the next period. With both armed, a brutal single day can breach the daily cap even while the week still looks calm. Trades you haven’t logged never trigger an alert.

What is the Trade Ledger for?

It lists the projected balance at every trade with an editable Date and Actual column. Log your real results to see whether you are keeping pace with the projection, and date each trade as you go — several trades can share one date. The Day, Week and Month views then aggregate the same run per period, blending your real results with the projection for trades you haven’t logged yet.

Can I share or save a scenario?

Yes. Share link copies a URL with your inputs encoded, so anyone who opens it lands on the exact same scenario. Your inputs are also saved locally in your browser between visits.

Why use log scale?

On a normal axis exponential growth crushes the early steps into a flat line against the towering tail. Log scale turns constant-percentage growth into a straight line, so every step stays readable.