Royal Flush
A, K, Q, J, 10 — all of the same suit. The strongest hand in poker and the only one you can't beat.
Probability: 1 in 649,740 (0.000154%)
Every poker hand from strongest to weakest, with the example cards and the odds of being dealt that hand straight from a 52-card deck (a five-card draw). The higher up the list, the rarer the hand — and the bigger the table reaction when you flip it over.
A, K, Q, J, 10 — all of the same suit. The strongest hand in poker and the only one you can't beat.
Probability: 1 in 649,740 (0.000154%)
Five cards in sequence, all of the same suit (but not the top five). Beats everything except a Royal Flush.
Probability: 1 in 72,193 (0.00139%)
All four cards of the same rank, plus any other card (the "kicker"). Also called "quads".
Probability: 1 in 4,165 (0.024%)
Three cards of one rank and two of another. The higher trip wins when two players both have a full house.
Probability: 1 in 694 (0.144%)
Five cards of the same suit, in any order. The highest card determines who wins between two flushes.
Probability: 1 in 509 (0.197%)
Five cards in sequence, mixed suits. The Ace can play high (A-K-Q-J-10) or low (5-4-3-2-A).
Probability: 1 in 255 (0.392%)
Three cards of the same rank, plus two unmatched cards. Also called "trips" or a "set".
Probability: 1 in 47 (2.11%)
Two cards of one rank, two of another, and one unmatched. The higher pair breaks ties.
Probability: 1 in 21 (4.75%)
Two cards of the same rank, plus three unmatched cards. The most common ranked hand on the table.
Probability: 1 in 2.4 (42.26%)
No pair, no straight, no flush — just the highest single card. Wins more often than you'd think when everyone misses.
Probability: 1 in 2 (50.12%)
New to the game and want to walk through a few hands at a real table? Drop into one of the weekly games or message Fred first — first-timers always welcome.