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Why Your Backtest Lies | Power of 1/√n | Retail Traders Must Watch
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898 views34likes6:36ITJEGANOriginal Release: 2026-05-05

Backtest reliability is determined by the standard error formula (1/√n), where n represents the number of samples or trades; larger sample sizes reduce error probability, meaning a backtest with only 100 samples may still have 10% deviation from actual results, while 10,000 samples reduce error to just 1%, making sample size the critical factor in determining whether backtest results are statistically valid or merely curve-fitted noise.

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