Risk, R-Multiples & the Arithmetic of a Low Win Rate ★
Fixed-fractional sizing, R as the only unit of account, and Month 2's arithmetic worked through interactively. May be taken early.
“I've spent six years trying to be right. The material says be wrong 70% of the time and get paid anyway — that's an engineering problem, not a talent problem.”
Six years optimising the wrong variable
Everything in Tiers 1–3 was about being right more often: better levels, better timing, better entries. This module says something your library has been saying since Month 2, and it is the most uncomfortable sentence in the course:
You can be wrong seven times out of ten and make money — but only if risk is fixed and the reward multiple is at least three.
If that is true, then accuracy is not the thing to work on, and six years spent hunting a better entry were six years spent on the process your own material ranks last.
The least important process in trading is the entry signal.
Month 2 of your mentorship is entirely about this and it is almost certainly the month you have read least. It opens by telling you what to stop doing:
A. What you need to avoid:
- Do not try to rush to make massive gains in either pips or % returns.
- Do not open yourself to large Risk in hopes of equally large returns or profits.
- Do not assume taking small Risk defined trades will not grow your account.
- Do not sacrifice trading equity for poor planning or lack thereof.
B. What you need to aim for:
- Determine how to realistically anticipate a favorable Reward to Risk model.
- Learn to respect the Risk side of the trade setups more over the reward.
- Identify Trade Setups that permit three Reward multiples to one Risk or higher.
- Frame good Reward to Risk setups that have little impact if unprofitable.
Note B4. Setups that have little impact if unprofitable. That is the design goal — not setups that win, setups whose losses do not matter.
Month 2's aim B4 is "Frame good Reward to Risk setups that have little impact if unprofitable." What is the design goal being stated?
The arithmetic, worked
Month 2 pp.73–78 is a run of slides that change one variable at a time. Here is the first, exactly as it appears:
Account Size: $5000.00 Accuracy Rate: 30% Reward To Risk: 3:1 Ratio Risk Per Trade: 1% Average Win: $150.00 Average Loss: $50.00
Consider The Numbers… Wins Losses 30% 70% 3 Wins In 10 Trades 7 Losses In 10 Trades Aver. Profit = $150.00 Aver. Loss = $50.00 Sub Total = $450.00 Sub Total = $350.00 Net Profit = $100.00 2% Return
Three wins in ten, and the account is up. Change one thing — the reward multiple:
Accuracy Rate: 30% Reward To Risk: 5:1 Ratio Risk Per Trade: 1% Average Win: $250.00 Average Loss: $50.00
Consider The Numbers… Wins Losses 30% 70% 3 Wins In 10 Trades 7 Losses In 10 Trades Aver. Profit = $250.00 Aver. Loss = $50.00 Sub Total = $750.00 Sub Total = $350.00 Net Profit = $400.00 8% Return
Same accuracy. Four times the result. Accuracy did not move at all; the multiple did all the work.
Here are both slides as ten trades you can watch, followed by the sizing rule that makes “every loss is −1R” true. Every number on screen is either ICT’s example or arithmetic you can check as it happens.
Transcript
- Wrong seven times in ten — and still up. ICT’s illustrative arithmetic from Month 2: not a backtest, not a projection.
- Ten trades. Every loss is the same size: −1R. Every win: +3R.
- Only three of the ten win. Seven lose. Each loss is a fixed, known cost — budgeted before the trade.
- 3 wins × 3R = 9R. 7 losses × 1R = 7R. Net +2R.
- Same ten trades, same seven losses. Only the wins change: +5R.
- 3 × 5R = 15R. Minus 7R. Net +8R. Same accuracy, four times the result — the multiple did the work.
- These are ICT’s illustrative numbers. No measured accuracy exists for this method.
- Fix the risk before the chart: 1% of $5,000 (ICT’s example account) is $50. That is 1R. This course: 0.25–0.5% while learning.
- The stop goes where the structure says, and the size is computed from it: $50 ÷ 25 pips = $2 a pip (0.20 lots on EURUSD); $50 ÷ 50 pips = $1 a pip (0.10 lots).
- Wider stop, smaller size — so every loss is the same $50. That is what makes −1R true, and the arithmetic above valid.
- The rule: fix the risk, demand 3:1, let the stop compute the size.
Now move the sliders yourself. Watch which one changes the answer.
The arithmetic — accuracy against reward multiple
Move the sliders and watch which one actually moves the outcome. This is a sum, not a forecast: it tells you what an accuracy and a reward multiple imply, and it has no opinion about what either will be.
| 3 wins in 10 | 3 × 150 = 450 |
| 7 losses in 10 | 7 × 50 = 350 |
| Net | 100 |
The first three presets reproduce ICT's own slides. They are his illustrative arithmetic explaining why R:R matters — not results, not backtests, and not a projection of what this course or any system will earn. Nobody, including this site, knows what accuracy you will achieve.
Between Month 2 p.73 and p.74, exactly one input changes and the net result quadruples. Which input, and what follows?
Your last ten trades in R were: +3, −1, −1, +3, −1, −1, −1, +5, −1, −1. What is your expectancy per trade, and your win rate?
R is the only unit of account
One rule makes everything else in this module work: stop thinking in money and start thinking in R.
- 1R is the distance from your entry to your stop, in cash. It is the same amount on every trade if the sizing is done properly.
- A trade that reaches its target at 3:1 is +3R. A stop-out is −1R.
- Your record is a list of R values. Cumulative R measures the method. Cash measures your account size, which is a different question.
Why this matters more than it sounds: R makes trades comparable. A £12 win on a tight stop and a £12 win on a wide one are the same number in cash and totally different events. In R they are correctly different. Twenty trades in R is a readable record; twenty trades in cash is noise plus your account balance.
The journal records only R for this reason, and its cumulative-R chart is drawn only from trades you actually logged.
Why does this course's journal record R rather than cash?
Sizing: computed, never estimated
Position size — computed, never estimated
Size falls out of the stop; it is never chosen first. That is the whole idea of fixed-fractional sizing: a wide stop gives a small position and an identical loss in cash, so a bad trade with a distant invalidation costs exactly what a tight one does. Check the pip value your broker actually quotes — on a $2,000 account at 0.25% you are risking 5.00, and a good trade at 3R returns about 15.00. That is correct and it is supposed to feel small.
Two things fall out of the calculator that are worth saying in words.
The stop determines the size, not the other way round. You do not decide to trade “0.1 lots” and then find a stop that fits. You place the stop where the structure says (M5: the low of the order block), measure the distance, and let the arithmetic produce the size. This is what makes every loss identical in cash, which is what makes the ten-trade arithmetic above valid at all.
The numbers are supposed to feel small. Your library’s own figure:
All trades should be limited to 1% risk of total account balance. Ideally while learning 0.25% - 0.50% risk. As you get more consistent you can move towards 1%. Do not go past 2%.
If you want to last in this business, I would highly recommend that you keep your overall risk to no more than 0.5% - 1.5% of your total account value.
The reason for the small risk is because you absolutely must plan on having losses, even strings of losses.
5 losing trades in a row is inevitable.
Account $2,000. Risk 0.5%. Stop is 25 pips away. Pip value $10 per standard lot. What size?
Five in a row is inevitable — plan the drawdown
“5 losing trades in a row is inevitable.” At 3:1 with an accuracy anywhere near the low numbers above, streaks like that are not a malfunction; they are the ordinary texture of the method. What matters is what a streak costs you.
At 0.5% per trade, five straight losses is −2.5%. At 2%, the same five trades is −10%, and the recovery needed is more than the loss — which is the whole argument for the ceiling.
Your library’s response to a loss is the opposite of most people’s instinct:
If a loss is taken, reduce risk and leverage in half until the loss is recouped. Slow & steady wins the race. It will take you longer to recoup the loss, but it will minimize drawdown in losing streaks which is VERY important.
This is anti-martingale — smaller after a loss, not bigger (a martingale is the gambler’s opposite: double up to win it back) — and it is the single most protective rule in the whole system, because it fires exactly when your judgement is worst.
The hard limits that go in your plan:
| Limit | Trigger | Consequence |
|---|---|---|
| Per trade | 0.25–0.5% learning, 1.0% ceiling | computed by the calculator above |
| After any loss | — | halve risk until it is recouped |
| Daily | −1% | stop for the day |
| Weekly | −3% | stop for the week |
| Monthly | −6% | stop and review before trading again |
Same $2,000 account and 0.5% risk, but this setup's structural stop is 50 pips away instead of 25. What changes?
You have just taken two losses in a row. What does your library say to do with risk on the next trade?
The three rules about stops
PSLO stands for protective stop loss order, all trades must utilize it. It is the only means of defense in adverse market conditions. The initial PSLO must never be widened. If the trade stops out, the trade was unprofitable, that’s it.. period.
You are never permitted to widen your initial protective stop loss order.
Never move your stop loss away from entry points.
Avoid auto-trailing stops, electing for manual ones.
We look at every trade in 2 portions, the first portion takes partial profits at 30 or more pips and the remaining portion is held to the ultimate profit objective.
- Never widen it. Not once, not “just this time”. Widening the stop breaks the fixed-risk arithmetic that every other number in this module depends on — the loss stops being 1R and the record stops meaning anything.
- Move it only toward entry, and only once the trade has earned it. Your material’s swing version: as previous swing points break in your favour, trail under the last two, and “you are not rushing to get to break even”.
- Two portions. Partial at the first objective, remainder to the array you named. This is also what makes the R of a trade a real number rather than an argument about what you would have done.
Which of these are rule violations under this module, regardless of how the trade turns out? (Select all.)
The 3:1 filter is a gate, not a preference
Look For Opportunities To Frame 5:1 Reward To Risk Setups Or Minimum Of 3:1 Reward To Risk Setups – Discount Array Entry To Premium Array Exit Setups
If No Conditions Are Present To Frame 3:1 At Minimum – Sidelines For Now & Wait For More Developments in Price
Everything in this module rests on this line, so it is worth being blunt about the two ways it gets broken:
- Moving the stop closer to manufacture the ratio. Now the stop is not where the structure says, and the “3:1” is a number you invented.
- Moving the target further to manufacture the ratio. Now the target is not an array, and the trade has no defined destination.
Both produce a trade that passes the filter on paper and fails it in reality. Both are tagged as rule violations in the journal, and the journal’s hero number counts them.
B. Why Profits Are Achievable Despite Taking Reasonable Losses:
- The Professional Equity Manager understands “Losses are costs of doing business.”
- Using sound Equity Management & High Probability Setups yield handsome % returns.
- Trading scenarios that encourage potential 3:1 Reward Ratios, provide initial foundation.
- Defining Trade Setups that frame 5:1 Reward to Risk or more - efficiently cover losses.
Five straight losses at 0.5% risk versus five straight losses at 2% risk. Why does this course cap at 1.0% when your library permits 2%?
"Losses are costs of doing business." What structural fact makes that more than a slogan?
The decision rule
- When
- A setup has passed every gate in M8 to M12 and you are about to place the order.
- Then
- Place the stop where the structure says. Measure the distance. Compute the position size from your fixed risk percentage — 0.25–0.5% while learning, never above 1.0%. Measure entry-to-target against entry-to-stop; if it is 3:1 or better, place the limit and do nothing else until it fills or expires.
- Otherwise
- If the ratio is under 3:1, there is no trade — and do not move the stop or the target to make the number work. If you are in drawdown from a loss, halve the risk until it is recouped. If a daily, weekly or monthly limit has been hit, the platform closes regardless of what is on the chart.
Done with M13?
Mark it complete only if you could teach the decision rule to someone else without scrolling back up. Completion is stored in this browser.