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September 27, 2026

A 70% win rate can still go to zero

The win rate was never the problem. The bet size was.

A trader can win seven out of every ten trades for a full year — a real, measurable edge — and still bleed the account to zero.

That's not a hypothetical. It's math.

Here's the core insight: win rate tells you how often you're right. It says nothing about whether you survive being wrong.

Take two traders running the identical strategy — same 70% win rate, same edge, same sequence of trades. Trader A risks 2% per trade. Trader B risks 40%. Trader A ends the year up. Trader B is wiped out. Same trades. Same win rate. Only the bet size changed.

Why? Two forces working together.

First, losing streaks are scheduled, not surprising. A six-loss streak at a 30% loss rate is about 1 in 1,400 on any single try — but across 300 trades in a year, it shows up somewhere with over 90% probability. It's not a tail risk. It's the base case.

Second, volatility drag. A 40% loss needs a 67% gain just to break even, because you're multiplying, not adding. Bet big enough and a normal streak takes 87% of the account in four trades — trades a winning strategy was always going to hand you.

Run the simulation and there's a line: past roughly a 25–30% bet size, the median account collapses even with a positive edge. At 40%, most paths go to zero. The edge is real on every trade. The sizing overrides it.

What a disciplined trader does: Cap the size, not the ambition. Risk 1–2% per trade and a six-loss streak costs maybe 10% — survivable and boring. The Kelly criterion gives the theoretical max, but serious traders bet a fraction of it, because you never know your edge as well as you think.

Before your next trade, don't ask how confident you are. Ask what a six-loss streak does to your account at this size. If the answer is "ends it," you're too big — edge or no edge.

This is educational commentary, not personalized financial advice.

Full breakdown with the simulation on screen: https://youtu.be/VuRpT7vMZcQ

— Paragon Signals

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