Two Setups at Once: Which One Gets the Risk?
Posted: Thu Oct 29, 2026 9:57 am
Two Setups at Once: Which One Gets the Risk?
Situation: a 10,000-dollar account. Setup A: a EUR/USD long, stop 25 pips, target 75, a ratio of 3. Setup B: a GBP/USD long, stop 40 pips, target 80, a ratio of 2. Both appear within the hour. Your rule says total risk on one currency theme, here dollar weakness, may not exceed 1.2 percent.
Check the overlap. Both are long a non-dollar currency against the dollar. If the dollar rises, both stop out together. They count as one theme.
Sizing. If you take both at 1 percent each, the theme risk is 2 percent, above your limit. Options: take both at 0.6 percent each, for a total of 1.2 percent. Or take only the better one, at 1 percent.
Compute the lots. At 0.6 percent, risk 60 dollars each. EUR/USD: 60 divided by 250 per lot, 0.24 lots. GBP/USD: 60 divided by 400, 0.15 lots.
Expected value, assuming equal win probability of 40 percent. A: 0.4 times 3 minus 0.6, which is 0.6R. B: 0.4 times 2 minus 0.6, which is 0.2R. At 0.6 percent each, the total expected is about 0.36 percent for A plus 0.12 percent for B, which is 0.48 percent. Taking only A at 1 percent gives 0.6 percent. So concentrating on the better setup yields a higher expected return for the same theme risk, under these assumptions.
The expected values assume a win probability that may differ between setups. Use your own data.
Rule: when two setups share a theme, rank them by expectancy and allocate the budget to the best.
Exercise: write the theme risk limits for your usual pairs.
Situation: a 10,000-dollar account. Setup A: a EUR/USD long, stop 25 pips, target 75, a ratio of 3. Setup B: a GBP/USD long, stop 40 pips, target 80, a ratio of 2. Both appear within the hour. Your rule says total risk on one currency theme, here dollar weakness, may not exceed 1.2 percent.
Check the overlap. Both are long a non-dollar currency against the dollar. If the dollar rises, both stop out together. They count as one theme.
Sizing. If you take both at 1 percent each, the theme risk is 2 percent, above your limit. Options: take both at 0.6 percent each, for a total of 1.2 percent. Or take only the better one, at 1 percent.
Compute the lots. At 0.6 percent, risk 60 dollars each. EUR/USD: 60 divided by 250 per lot, 0.24 lots. GBP/USD: 60 divided by 400, 0.15 lots.
Expected value, assuming equal win probability of 40 percent. A: 0.4 times 3 minus 0.6, which is 0.6R. B: 0.4 times 2 minus 0.6, which is 0.2R. At 0.6 percent each, the total expected is about 0.36 percent for A plus 0.12 percent for B, which is 0.48 percent. Taking only A at 1 percent gives 0.6 percent. So concentrating on the better setup yields a higher expected return for the same theme risk, under these assumptions.
The expected values assume a win probability that may differ between setups. Use your own data.
Rule: when two setups share a theme, rank them by expectancy and allocate the budget to the best.
Exercise: write the theme risk limits for your usual pairs.