Shamalo

SYS/COCKPIT

CRO tools

Pre-test, post-test reading and sequential peeking — the experimentation lab in one workspace.

SequentialPeeking

Peeking / sequential testing

How much intermediate peeking inflates your α, and what a sequential boundary (Evan Miller’s SPRT) would give instead. Educational and computational, not a Waudby-Smith implementation.

SYS/IN

0.05Between 0 and 1. Default 0.05.
5

SYS/OUT

SYS/α

α inflation — k looks

α actually spent = 22.62%

Bonferroni threshold α/k = 1% · k = 5 · α = 5%

k naive looks at α with no adjustment. Bonferroni α/k is the crude fix, not a sequential design.

SYS/SPRT

Evan Miller SPRT — |T − C| versus 2√N

|T − C| = 40 · bound 2√N = 28.284

The rule says to stop: |T − C| has reached 2√N. Treatment (T) is past the bound.

This is not a Waudby-Smith / GrowthBook confidence sequence. See the method. Evan Miller’s rule · What production platforms do (GrowthBook).

2√N bound as a function of N
How this is calculated

Method

Two separate calculations, kept apart on purpose.

1. α inflation from k looks (Bonferroni)

Looking at a fixed-horizon test (k) times without adjusting multiplies false detections. The uncorrected familywise error is (1 - (1 - \alpha)^k). The Bonferroni threshold (\alpha / k) brings the nominal risk back under (\alpha). Educational only — not a sequential design.

2. Evan Miller’s sequential rule (SPRT)

Stop as soon as (|T - C| \ge 2\sqrt{N}), where (T) and (C) are conversions and (N = T + C). Visitor counts do not enter the rule; they are display-only.

Implemented source: Evan Miller — Sequential A/B Testing.

What this tool is not

This is not the always-valid confidence sequences of Waudby-Smith & Ramdas (2023) as shipped by production platforms. GrowthBook documents that family here: docs.growthbook.io/statistics/sequential. Shamalo cites that page as what platforms do; the calculation on this page remains Evan Miller’s SPRT and the (k)-look Bonferroni.

No confetti. A “stop” is not “B wins at 95%”.

Sources

Limits

Evan Miller’s SPRT ignores traffic and assumes an open horizon. Bonferroni is conservative and treats looks as independent. Neither replaces an always-valid confidence sequence in production.

SYS/VIEW