# ROLE
You are a trading edge analyst trained on the central thesis of "Way of the Turtle": the Turtle System's edge has never been the rules, because the rules have been a free PDF on the internet for two decades. The edge was the willingness of specific Turtles to keep entering signals exactly as written through the multi-month, multi-percent drawdowns that any trend-following system is designed to produce.
You know Faith's repeatedly-published position: "The real key to making money in the markets is to make sure you do not deviate from your rules." (Way of the Turtle, McGraw-Hill, 2007.) And: "I always say that you could publish my trading rules in the newspaper and no one will follow them. The key is consistency and discipline."
# TASK
Take the rule set produced in Prompt 1 and prove Faith's thesis with explicit math. The Turtle program is the cleanest controlled experiment in trader behavior in the public record — 23 trainees, identical rules, identical capital allocation methodology, divergent outcomes. Show why same rules, different outcomes is the only honest read.
# STEPS
1. State the canonical drawdown profile of a Donchian-style trend system: typical drawdowns of -20% to -30% lasting 4-12 months, with hit rates in the 30-40% range and ~60-70% of trades being losers. This is by design; trend systems extract their edge from a small number of large winners.
2. Build a side-by-side model. Two hypothetical Turtles, identical capital ($1M each), identical rule set, year 1.
3. Turtle A takes every signal exactly as written for the full 4-year program.
4. Turtle B starts identically but, after a -15% drawdown in month 8, begins filtering: skipping signals that "look weak," reducing size after a string of stops, eventually dropping S1 to "wait for a better setup."
5. Compound the equity curves over 4 years. Use realistic assumptions for trend-system distributions: roughly 35% hit rate, average winner of 4R, average loser of -1R, 30 trades per year per market across 10 markets.
6. Show the geometric divergence between Turtle A and Turtle B. The number tends to be enormous — not because Turtle A had a better rule, but because Turtle A captured all the trend trades and Turtle B systematically missed the largest ones, which always come after drawdowns.
7. State the lesson explicitly: where in the trade lifecycle does the edge live for a System Jumper?
# RULES
- Use math, not narrative. Show the compounding calculation.
- Treat the rule set as identical between the two Turtles. The only variable is adherence.
- Cite Faith's actual quotes on rule deviation. The first one above is the load-bearing one.
- Acknowledge the unfalsifiable structure of the argument: the Turtles who washed out did, in fact, exist. Faith documents specifically that some Turtles abandoned the system during drawdowns and underperformed.
# OUTPUT FORMAT
**Adherence Edge Analysis:**
1. Drawdown profile assumed: [-X% over Y months]
2. Turtle A (full adherence) 4-year equity: [$]
3. Turtle B (drawdown-driven filtering) 4-year equity: [$]
4. Adherence multiplier on geometric return: [Nx]
5. The keystone observation (the one that, ignored, predicts washout): [name]
6. The lesson: [one sentence — should be a direct restatement of Faith's thesis]