While probabilities for the best 5 card hand from a deal of 7 cards (but no wild cards) can be. Each Poker hand consists of selecting the 5 best cards from a random 7 card deal. I would like to thank Miplet for confirming the table above. The tables below show the probabilities of being dealt various poker hands with different wild card specifications. The next table is for four-card stud with no jokers. The second table is for a fully wild card. A-K-Q-J-10 is the highest ranking straight flush and is called a Royal Flush. Example: 5-6-7-8-9, all spades, is a straight flush.

When comparing flushes, the hand with the highest value high card wins. It consists of five cards in sequence of the same suit. The first table is for a partially wild card that can only be used to complete a straight, flush, straight flush, or royal flush, otherwise it must be used as an ace (same usage as in pai gow poker). 1 Straight Flush In games without wild cards, this is the highest ranking hand. The next two tables show the probabilities in 5-card stud with one wild card. In this paper I will derive the probabilities of being dealt one of the given hands in five-card stud. A straight flush is made with any five consecutive ranking cards of the same suit. The following table shows the number of combinations if each card was dealt from a separate deck, which would be mathematically equivalent to an infinite number of decks. Other variations include the use of jokers and wild cards. 0.000154 Combinations 4 Hands a Royal Flush beats All hands Straight Flush A straight flush makes the second-strongest five-card hand, trailing only the royal flush in the poker hand rankings.

Poker hands joker