Your idea: buy CE whenever 5 min candle breaksout fibonacci pivot line and 9 ema…
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Verdict
Real option-buying backtest. Decoded entry: a pivot (R1/S1) break on NIFTY 10-min bars → buy the ATM weekly CE (long) / PE (short), stop 33% / target 66% of premium, square-off by 15:15. Priced on real 1-minute NIFTY option premiums (GFDL, 2015–2026 — every tick of theta, IV crush and gamma is inside these prices), real charges and spread.
1,527 trades on ₹1L: net -68.2% over 12 years (-5.7%/yr, loses money), win 42%, payoff 1.35 (avg win ₹2,866 / avg loss ₹-2,122), max drawdown -113%, worst trade ₹-11,429. 2015: ₹-17,181. 2016: ₹-906. 2017: ₹-4,744. 2018: ₹+10,338. 2019: ₹+16,570. 2020: ₹-3,587. 2021: ₹-23,627. 2022: ₹-42,024. 2023: ₹+5,832. 2024: ₹-10,217. 2025: ₹+10,161. 2026: ₹-8,784.
Option buying is convex — low win-rates are normal; the question is whether winners outrun the premium bleed. Backtested on 12 years of minute-level premium data (2015–2026; monthly contracts before 2019 — weeklies didn't exist; constant 65-unit lot); entries tested intraday as taught. Flagged for human review.
Is it profitable? (green above the line = made money, red below = lost it)
Year by year (every trade the rules fired, on real NIFTY option premiums — 1 lot, ₹1L)
| Year | Trades | Win % | Net P&L |
|---|---|---|---|
| 2015 | 62 | 44% | ₹-17,181 |
| 2016 | 82 | 43% | ₹-906 |
| 2017 | 113 | 45% | ₹-4,744 |
| 2018 | 122 | 51% | ₹+10,338 |
| 2019 | 110 | 44% | ₹+16,570 |
| 2020 | 130 | 40% | ₹-3,587 |
| 2021 | 202 | 40% | ₹-23,627 |
| 2022 | 159 | 41% | ₹-42,024 |
| 2023 | 156 | 40% | ₹+5,832 |
| 2024 | 117 | 37% | ₹-10,217 |
| 2025 | 189 | 41% | ₹+10,161 |
| 2026 | 85 | 39% | ₹-8,784 |
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