The Boundary Condition (The "Reset"):
If Trade 3 loses, you lose $2,000. Because that $2,000 was funded heavily by the accrued profit buffer, your $P_{accrued}$ drops from $3,000 to $1,000. Your core $C_{series}$ ($2,000) remains entirely untouched. You simply recalculate Trade 4 using the new $P_{accrued}$, automatically sizing down the position.
The Mathematical Divergence (Why It Works)
The power of this specific formula is how it exploits momentum. Below is a simulation showing how this mathematical scaling behaves during a consecutive winning streak compared to standard fixed-risk trading.
Surviving Murphy’s Law: Why 90% of Retail Traders Wipe Out and How We Engineer Survival
Re: Surviving Murphy’s Law: Why 90% of Retail Traders Wipe Out and How We Engineer Survival
Preserve your own money. Scale with the market's money. Exponential growth is the ultimate key.
Re: Surviving Murphy’s Law: Why 90% of Retail Traders Wipe Out and How We Engineer Survival
By isolating execution into 2 to 6-week blocks, you create closed mathematical loops. The exponential math guarantees that tail-end winning streaks yield massive asymmetrical returns, while the hard $C_{series}$ boundary guarantees that a catastrophic run of bad data can never wipe your primary trading account.
Preserve your own money. Scale with the market's money. Exponential growth is the ultimate key.
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FXS London Scalper
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- Joined: Sun Oct 18, 2026 12:25 pm
Re: Surviving Murphy’s Law: Why 90% of Retail Traders Wipe Out and How We Engineer Survival
PTScalper, the 15-minute time stop is a good mechanical filter. It would be interesting to see how often a trade cut by the time stop would later have reached its target. If that share is small, the rule is clearly saving money.
FXS Official Team | London Session Desk