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Straight Flush: An Extremely High Hand in Poker

Generally known as the second best winning hand in poker, a straight flush can easily give victories to all poker players. Despite falling short against the jackpot-like caliber of royal flushes, this winning card combination can still dominate and easily dismantle every other poker hand. Because of the rarity and strength of this hand, some poker rooms allot certain prizes or jackpots in exchange for this extremely high card combination.

Primarily, straight flushes still cover royal flushes, despite some people separating them into two different categories. Aside from their high values, straight flushes and royal flushes share the same basic elements. Both of these winning poker hands contain five cards that are all under the same suit, and can be arranged in sequential order. On the other hand, they differ from one another based on the cards that comprise them. While they may share the same basic elements, royal flushes contain the five highest individual cards in poker, namely an ace, a king, a queen, a jack, and a 10.

As a strong hand compared to the rest of the poker hand rankings, players usually have very limited odds of getting such a spectacular card combination like straight flushes. Overall, out of the 40 possible straight flushes in a single poker game, players only have a .0015 percent chance of acquiring such winning poker hand. Despite of this rarity, players always aim and dream to have such excellent card combination on their hands.

Among a set of pre-determined cards in the game of poker, straight flushes always control the competition. Because of its pretty high value, other card combinations just cannot match the power and strength of this winning poker hand. Even the outstanding four-of-a-kind card combination does not stand a chance against this prestigious poker hand. Despite the high winning percentage of a full house in poker, it simply bows down to the presence of a simple straight flush.

As some of the best and highest ranking hands in poker cannot yield to the power of straight flushes, the same is expected to happen to the low valued card combinations in the poker hand rankings. While basically of the same mould, flushes cannot even overturn the power of straight flushes. With a decent winning percentage, the same fate awaits straight card combinations. At the same time, the strength of a three-of-a-kind poker hand looks little when compared to straight flushes. Two pair, one pair, and high card combinations do not even stand a chance against the power of this winning poker hand.

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