Will there be exactly 2 earthquakes of magnitude 6.5 or higher worldwide from April 6 - 12?

“The Poisson statistical model with λ≈2.7 for M6.5+ earthquakes per week yields P(exactly 2) ≈ 25%, making 'exactly 2' the single most likely outcome or tied for most likely. This is the modal outcome of the distribution, meaning YES is actually the best single bet among all possible exact counts.. The immediately prior week (March 30 - April 5, 2026) had exactly 2 earthquakes of M6.5+ (M7.3 Vanuatu March 30, M7.4 Indonesia April 1), demonstrating that exactly 2 is not just theoretically likely but empirically realized in the most recent comparable period. Recent elevated Ring of Fire activity (9 M6.5+ in March 2026) supports continued seismicity at roughly this rate..”

“The bull's Poisson math is directionally correct but selectively framed. P(exactly 2) with λ=2.7 is approximately 25%, but this means ~75% of the time you do NOT get exactly 2. The 'modal outcome' framing is misleading — P(≥3) ≈ 49% and P(≤1) ≈ 26%, meaning the market resolves NO roughly 75% of the time under the unconditional model.. The conditional probability argument actually HURTS the YES case more than the bull admits. With 0 events in the first ~1 day, the remaining λ for 6 days is ~2.3. But P(exactly 2 | 0 so far, λ_remaining=2.3) = P(exactly 2 in remaining period) ≈ 26.5%. Meanwhile P(0 or 1) ≈ 37% and P(≥3) ≈ 36%. The 'exactly 2' window is narrow — you need precisely 2, not 1, not 3+..”