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Home » P = \frac{\binom52}{\binom122} = \frac1066 = \frac533 - SUpost

P = \frac{\binom52}{\binom122} = \frac1066 = \frac533 - SUpost

📅 July 6, 2026 👤 scraface

Jul 06, 2026

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📌 Unless the new event collapses one of the large gaps, but no.

📌 Alternative: perhaps consecutive discoveries includes only historical ones, and the new one is an addition in timeline, but average is over the four gaps between the original four, but that doesnt depend on X.

📌 But to minimize, suppose X is inserted such that one interval becomes very small.

📌 Unless the original sequence is retroactively adjusted? No.

📌 Wait — the average between consecutive discoveries decreases as more uniform intervals.

📌 To minimize the average, but the desired average is 4.5, which is less than the current 21.33, so the new discovery must occur very close to 1960, collapsing the long intervals.

📌 The known span from 1900 to 1964 is 64 years, but thats not the sum of gaps — gaps sum to 47+13+4=64, yes.

📌 But the sum of the four gaps between five events must be 18.

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