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A/B Verdict — is your winner real?

A/B Verdict — is your winner real?

You ran a test and one variant looks better. Is that a finding or a coin flip? Paste trials and successes per variant. You get Wilson 95% intervals, a two-proportion test, and the check almost nobody runs: an overdispersion gate asking whether your grouping label explains anything. If the spread inside a group beats the spread between groups, no winner is declared. A p-value near zero has died on this gate before. Post-hoc axes get labelled. Underpowered tests get a sample size.
#分析#マーケティング#プロダクト
評価
さらに評価が必要です
販売数
0
利用方法
Capafy で実行
外部アプリでも利用可能
パブリッシャー提供
Claude Sonnet 5

What this does

You ran a test. One variant looks better. This decides whether that is a finding or a coin flip — and it runs the check that kills most reported winners.

Three things break an A/B decision. Most tools only catch the first two.

  1. Not enough trials. The gap looks real but the confidence intervals overlap completely.
  2. A real gap between groups. A two-proportion test catches this. Most tools stop here.
  3. The group label explains nothing. Variant group A "beat" group B, but inside group A the variants run from 10.5% down to 3.0%. When the spread inside a group is larger than the spread between groups, the label is not the explanation — something else is.

What you paste in

For each variant: a label, trials, and successes.

variant group impressions clicks
A1 hook_type_A 6253 647
A2 hook_type_A 1859 55
B1 hook_type_B 1101 112
B2 hook_type_B 17010 245

Ad impressions and clicks, email sends and opens, sessions and signups, calls and bookings — anything with trials and successes works. A table, CSV, or pasted screenshot text is fine.

What you get back

  • A Wilson 95% interval per variant, with its sample size beside it
  • An overdispersion gate per group — chi²/df, with a verdict
  • A two-proportion test between groups, but only if the gate passed
  • One verdict line: WINNER · UNDECIDED — need more trials · AXIS REJECTED · WRONG TEST
  • If undecided, the number of extra trials needed. Not a guess — the formula

A real case

Fourteen ad creatives, three hook types labelled by hand. The between-group test passed cleanly: type A beat type B by 1.84×, p ≈ 0.

Then the gate ran. Overdispersion came back 60.7, 24.7 and 12.6. Inside type A the creatives ranged 10.52% to 2.96%; inside type B, 8.15% to 2.17%. The spread inside each group was bigger than the gap between them.

The hypothesis was dead. The p-value had said go.

What it refuses to do

  • It will not declare a winner on a p-value alone
  • It will not score a hook or variant that has not run yet — that is a prediction, not a test
  • It will not handle continuous outcomes (revenue per user, watch-time seconds). It will say so and stop
  • It will not skip the gate because the gate rejected your favourite axis
  • If you built the grouping axis after seeing the results, the whole verdict is labelled post-hoc and it says plainly that confirmation needs new data

Notes

Text and arithmetic only. No account connections, no data leaves the conversation, one pass in and out.