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Message: [QUOTE="zachvac, post: 843437, member: 26306"] Odds of this = 1 in 18853567225 Assume average poker playing life = 50 years, estimate 18k possible days, = 1 in 18k. Total of 24*60*60 = 86400 seconds in the day, odds of it being then = 1 in 86400 Odds of button being #2 = 1 in 9. ... Basically the point is what do you want to know, odds of being dealt these exact cards 4 in a row? Odds of getting KK in 3 of 4 in a row? Odds of getting pocket pair 3 of 4 in a row? Odds of getting the same pocket pair 3 of 4 in a row? Odds of this happening on a Tuesday? Remember the odds of getting 9d7c, 5c5d, Ah3s, and 9c2s in a row is (1/52)(1/51)(1/52)(1/51)(1/52)(1/51)(1/52)(1/51) = 1 in 4.9*10^13. Can't do any math until you define the terms of what you consider special about this series. [/QUOTE]