Multiple Comparisons Problem
An outcome can be rare per trial yet unsurprising across many trials. Judge its rarity only after counting all the opportunities for it to occur.
Rohit Sharma losing 15 tosses looks astonishing: treated as one isolated streak, the odds appear to be roughly 1 in 30,000. But international cricket has supplied India and other countries with match after match in which some remarkable streak could emerge.
E1Rare per attempt, ordinary across attempts
The apparent paradox comes from changing the denominator. The eye notices one dramatic result and asks, “What were the chances of this exact thing happening here?” The relevant question is broader: “Across all comparable players, teams, matches, and possible starting points, how many chances were there for a streak like this to appear?” A small probability multiplied across a large field of opportunities can produce an event that remains striking but no longer demands an extraordinary explanation.
E1Where it shows up
The toss streak
Sharma’s run feels almost impossible when he is treated as the only candidate and his streak as the only trial. Once the history of matches played by India and other countries enters the frame, the number of opportunities expands—and so does the chance that someone, somewhere, eventually records an extreme run.
E1More chances do not explain everything
Counting opportunities can show that a streak is less surprising than its headline odds suggest; it does not prove that every unusual pattern is meaningless or identify the true cause. The conclusion depends on choosing an honest comparison set rather than enlarging it merely to dismiss the anomaly.
E1Write down the hidden denominator
Before repeating odds attached to a remarkable streak, list who else could have produced it, how many trials each had, and how many different outcomes would have seemed equally remarkable. Reassess the claim using that total opportunity count.
E1Episodes that teach this
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Science Explains Rohit Sharma Losing 12 tosses in a Row? - Future IQ
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Rohit Sharma's 15 toss losses look like 1 in 30,000, but the transcript notes India and other countries have played many matches, creating many chances for such a streak.