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Intermediate📖 22 min read🏷 Risk Management

ADVANCED RISK MANAGEMENT & POSITION SIZING

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How Professional ICT Traders Protect Capital in All Market Conditions

Once you understand the basics of the 1% rule and stop loss placement, it is time to master advanced risk management techniques. This lesson covers position sizing formulas, correlation risk, drawdown recovery strategies, and the psychological aspects of managing money like a professional ICT trader.

Advanced Risk Management & Position Sizing  --  ICT concept diagram

Professional traders treat risk management as a science, not an afterthought

// Lesson Content
The Kelly Criterion is a mathematical formula used to determine the optimal size of a series of bets. Professional traders use a fractional version for safety. THE FORMULA: f = (bp - q) / b Where: f = fraction of bankroll to risk, b = average win amount (R multiple), p = probability of winning (win rate), q = probability of losing (1 - p) EXAMPLE CALCULATION: Win Rate: 45% (p = 0.45), Average Win: 3R (b = 3) f = (3 x 0.45 - 0.55) / 3 = 0.80 / 3 = 0.267 or 26.7% THE FRACTIONAL KELLY: Never risk the full Kelly percentage. Professional ICT traders use: - Quarter Kelly: 26.7% / 4 = 6.7% (too high for forex) - Eighth Kelly: 26.7% / 8 = 3.3% (acceptable for high-confidence setups) - Sixteenth Kelly: 26.7% / 16 = 1.7% (standard for most ICT setups) WHEN TO USE KELLY: - After 100+ tracked trades with stable win rate and R:R - Never use Kelly until you have at least 3 months of data - Never risk more than 2% regardless of what the formula suggests
📌 The Kelly Criterion is powerful but dangerous. Always use fractional Kelly (1/8 or 1/16) and never risk more than 2% per trade regardless of what the formula suggests.
// Test Your Understanding
// KNOWLEDGE CHECK

1. What is the maximum recommended risk for a $50,000 account?

2. If you trade EURUSD and GBPUSD simultaneously, what should your risk be per pair?

3. How much gain is needed to recover from a 30% drawdown?

4. What should you do during a 10-20% drawdown?

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