Deriving the break-even rate
Let p be the fraction of wins, W the average winning amount before costs, L the positive magnitude of an average loss, and C the average cost on every trade. Net expectancy is p × (W − C) − (1 − p) × (L + C). Setting this to zero gives p = (L + C) ÷ (W + L). Costs reduce winners and increase losses; they are not charged only to winners.
An original $200 / $100 example
Imagine gross average winners of $200, gross average losers of $100, $5 round-trip costs and 40% wins. The arithmetic is 0.40 × $195 − 0.60 × $105 = $15 per trade. Before costs it is $20. The break-even hurdle rises from 33.33% to 35%. These are invented payoffs, not TradeStreamAI results.
What a sample can hide
An average does not show loss sequences, drawdown, unequal trade sizes or an outlier that dominates the sample. Record every attempted setup, keep WAIT decisions separate from executed trades, and distinguish planned risk from realized loss. Do not convert this number into a monthly profit forecast.
Start with the journal examples, then use the evaluation guide to separate evidence quality from a confidence score.