This paper presents a deterministic model of a fixed-risk trading system defined by three primary variables: an 85% win rate, a 0.25% risk per trade relative to current account equity, and a reward-to-risk ratio of 0.75:1.
The purpose of this analysis is to quantify statistical expectancy, projected account growth, and drawdown behavior over a fixed sample of 40 trades. The results provide a realistic framework for understanding how a positive expectancy system performs when executed consistently, with particular emphasis on edge realization and capital preservation under compounding conditions.