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The Statistical Power Analysis skill automates the complex mathematical work required to design robust research studies. By calculating key parameters like effect size, alpha, and power (1-β), it helps researchers determine the exact sample size (N) needed to detect true effects across various study designs, including t-tests, ANOVA, correlations, and regressions. It is specifically designed to help scientists meet NIH rigor and reproducibility standards, justify recruitment targets for grant proposals, and conduct sensitivity analyses to interpret null results effectively.