The Metrics Rollup & Anomaly Flagger is a free Claude Skill that normalizes sequence performance across platforms with different reply and open-rate definitions, and flags real statistical anomalies in a metric's history using a robust median+MAD modified z-score instead of a naive average a prior spike would distort.
Pure functions over the metrics data you supply, not a hosted dashboard or a direct integration with any specific sales engagement tool’s analytics API.
| File | Purpose |
|---|---|
flagger.js | normalizeReplyRate(), normalizeOpenRate(), rollupMetrics(), detectAnomalies(), median(), medianAbsoluteDeviation() — zero dependencies |
test.js | 26-test suite covering rate normalization, cross-platform rollup, and anomaly detection including hand-verified statistics |
SKILL.md | Full skill definition, loadable in Claude Code/Desktop |
Honest, not invented, open-rate correction: a platform affected by Apple Mail Privacy Protection has opens inflated by prefetched tracking pixels, but nobody knows the true bias without ground truth, so it is flagged unreliable rather than silently “corrected.” And robust anomaly detection: the median+MAD modified z-score method (Iglewicz & Hoaglin, 1993) instead of a mean/stdev z-score, since a naive average lets one real prior spike distort the baseline used to judge every point after it.
Yes. Free to download and run yourself. MV3 charges $175/hr only for implementation help wiring this into your real platforms' actual reporting APIs.
No. It is a pure function over the raw counts you supply. You still need to pull each platform's reporting data and feed it in yourself.
Apple Mail Privacy Protection inflates opens on affected platforms by prefetching tracking pixels regardless of human interaction. Averaging that in with unaffected platforms would produce a number that looks precise but is not comparable. This skill flags it instead of hiding the problem.
A mean/stdev z-score is distorted by the very spike or crash you are trying to detect, since that outlier pulls the mean and stdev toward itself. Median and MAD (median absolute deviation) are far more resistant to that, which is why this is the standard method (Iglewicz and Hoaglin, 1993) for flagging outliers in data that may already contain them.
No. All calculations run entirely in your own environment.
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