Straight Flush Poker Hand Royal Straight Flush Poker Hand Rank
Only a royal flush beats a straight flush, in accordance with the usual poker hand rankings. A royal flush is actually the absolute best model of a straight flush. While the royal flush beats some other hand within the poker hand rankings, the straight flush beats four-of-a-kind, a full home, three-of-a-kind, and some other made hand. High Card (Lowest Value)When you don’t have any card combinations, the very best card value in your hand. The worth of the Flush is set by the very best card in it. For instance, a Flush with a King as the very best worth card would beat a Flush with a Queen as the best value card.Full HouseThree playing cards of 1 worth, and two playing cards of another value.https://hmspilavitumisland.com/casino/lord-lucky-casino-review
- A Straight Flush is likely certainly one of the finest arms you can assemble at the poker desk.
- Otherwise, the neighborhood playing cards would come with four consecutive suited playing cards and it’s more doubtless that one other participant may use them to make a straight flush.
- The game’s end result relies upon more on the cardboard values and combinations rather than the fits themselves.
- Please find under the code and logic I’ve used thus far to build it.
When two gamers maintain a straight flush, the one holding a mixture with the highest-ranking card wins. In rare cases where two or extra gamers on the table find yourself exhibiting down a straight flush, the winner is the participant with the highest-ranking card in their mixture. Whether you’re playing a five-card-draw on-line poker recreation or other popular card video games like Omaha or Texas Hold’em, a straight flush is the second strongest poker hand you can achieve. Any hand consisting of five consecutive playing cards of the same suit qualifies as a straight flush. In reality, you presumably can lose with any hand in poker because it depends on how you play the sport.
You don’t want to scare players out of the hand before you complete your Straight Flush. When you have a draw, you’ll need to guess cautiously to keep opponents in the hand. Make relatively small worth bets on every street to construct up the pot steadily. In the image example, we’ve a nine-high Straight Flush of diamonds. The strongest Straight hand that a participant can possess is Ace-high.
What Is Crushed By A Straight Flush?
Its mixture of straight and flush underscores its distinctive energy. There is only one poker hand that beats a straight flush, and that is a Royal Flush. The only time whenever you would possibly want to watch out with a straight flush is whenever you make this hand utilizing 4 group playing cards and you have got the dummy finish. For example, if the board reads 5d 6d 7d 8d, and you have a 4d. Although you’ve a straight flush here, it is still vulnerable to somebody holding an 8d, so it’s perfectly nice to exercise some caution in these spots.
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)
If a couple of participant has a Straight Flush, the winner is chosen by the worth of the card. All other card variations and mixtures pale in terms of the coveted hand. The only method you’ll have the ability to enhance your cardsis to gather a Royal Flush and then no one can beat you.
Historic tales of big wins or losses involving them add to their legendary status. Yet, if there’s a touch of a straight flush possibility, they may alter their strategy to pursue it or use it as a bluff. In poker, a straight flush is a hand consisting of 5 playing cards of the same go nicely with and consecutive in raking, i.e., 3h 4h 5h 6h 7h. In straight poker and five-card draw, the place there are no hole playing cards, players are simply dealt five playing cards from a deck of 52.
What Beats A Straight Flush?
If pairs match, the best unpaired playing cards, or kickers, are compared. Four-of-a-kind, also identified as ‘Quads’ is the third best hand in poker. It consists of four of the same value card, as an example 4 aces. It is a really sturdy hand and may only be overwhelmed by Royal or Straight Flushes (or the next four-of-a-kind).
A Royal Flush is the most effective hand potential in poker, due to this fact it beats any Straight Flush and is a better poker hand. This is a vital resource for any new or beginner-level poker participant. It will assist you to to quickly be taught the basics of poker so you can evolve your game and begin enhancing your strategy. It can sometimes be tough getting paid off whenever you hit a Straight, as runs of playing cards on the board naturally make opponents cautious. You’ll tend to do higher when your Straight is in some way disguised – for instance when you hold 7-8 on a board of 6-9-T. Poker is deservedly the preferred card sport, because of the limitless potentialities for improvisation.
If the are two Straights in a hand, then the one with the best playing cards wins. Download our FREE printable Poker Hand Rankings Guide as a PDF. We’ve collated all the information above in an easy-to-read poker cheat sheet of hand rankings, so you’ll have the ability to shortly get to phrases with what arms beat what in poker. A straight flush is a particularly robust hand that you just virtually never have to fret about or think much about strategy. When you hold this hand, your primary line of pondering should be the method to extract the maximum value out of your opponent.
Example Of «straight Flush»
The number of distinct 5-card poker arms that are attainable from 7 playing cards is four,824. Perhaps surprisingly, that is fewer than the number of 5-card poker palms from 5 cards, as some 5-card hands are inconceivable with 7 playing cards (e.g. 7-high and 8-high). In poker, a ‘Straight Flush’ is a hand that contains 5 playing cards of sequential rank, all of the identical swimsuit.
You will most likely win most palms where you’ve a Straight Flush. The only thing to consider is the chance of your opponents making a higher Straight Flush with the available group cards. The odds of being dealt the Straight Flush on the flop is simply the tip of the iceberg. For extra on odds, together with the likelihood of successful any given hand on the flop, flip and/or river, have a play with our poker odds calculator. In this instance, we’ll concentrate on the odds of being dealt a Straight Flush on the flop, that means a player could have 5 cards – their two hole cards and the three flop playing cards. The desk doesn’t lengthen to include five-card hands with at least one pair.
The hand consists of consecutive cards that share the identical go properly with, with the very rare Royal Flush thought-about one of the best Straight Flush there is. Since fits have no relative worth in poker, two palms could be thought-about equivalent if one hand may be transformed into the opposite by swapping suits. Eliminating similar arms that ignore relative swimsuit values leaves 6,009,159 distinct 7-card palms. Every poker player hopes to take the pot with a powerful royal straight flush, but working towards any sort of straight flush is a worthwhile objective. A♠2♠3♠4♠5♠ marks the lowest-ranking straight flush, whereas K♣Q♣J♣T♣9♣ represents the highest-ranking straight flush. Examples of straight flushes embody arms like J♥T♥9♥8♥7♥, 9♣8♣7♣6♣5♣, and A♠2♠3♠4♠5♠.
For example, when you have Two Pair, 4 out of the five cards you must use to make a hand are getting used. Kickers come into play when two or more gamers have the identical hand. They are both basically the same hand because they’re both three of a kind. The terminology «set» is used when you have a pair as your gap playing cards and then catch one other one of those playing cards on the board. «Trips» is when there is a pair on the board and you have got another of those cards as considered one of your gap playing cards.
What Beats A Straight Flush?
The fits themselves don’t affect the energy of a straight flush. The Royal Flush is the best hand in poker, so no one other hands beat this one. Understand the Texas Holdem Poker Rules with the 1-page handout and be part of the other players and become involved within the sport for your probability to win. Hand rankings in poker correspond to the likelihood of creating such arms. You can win with out having to indicate your cards when you pressure someone to fold earlier than the river. Nonetheless, for the aim of this text, we’ll pretend that we have gone to showdown and need to know what beats what in poker.
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flush](data:image/jpeg;base64,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)
The highest hand of Straight Flush is a Royale when you manage to collect a Ten, Jack, Queen, King and Ace. In stud and draw poker variations, it is potential for 2 (or more) gamers to have the same flush but in a unique go well with. Suits have no bearing on figuring out the winner; i.e., a straight flush in clubs is equally as robust as a straight flush in spades.
If two hands have 3-of-a-kind, the best numeric worth of the 3-of-a-kind wins. The reply is that there are 52 cards in a regular deck of enjoying playing cards. These are all used in a game of poker and, in distinction to video games like Blackjack where multiple decks are used, only one deck of cards is used in poker. A Straight Flush is taken into account to be a excessive ranking combination. Each of them dreams of accumulating 5 cards of the identical swimsuit in this sequence.
Of course, it can additionally beat Two Pairs, One Pair or a High card. The straight flush reigns supreme in the poker world, captivating gamers with its potent strength and sheer rarity. Understanding its intricacies and employing strategic play can increase your probabilities of hitting this coveted hand and leaving your opponents trembling. Yes, because the Straight Flush is two steps larger within the rating table of all poker palms. A straight flush is a rarity, symbolizing supreme luck in poker. Achieving this hand usually indicates a player’s dominant place.
A straight flush beats 4 of a kind and all different palms below that in the poker hand rankings. The straight flush stands as the second-highest hand within the poker hand rankings, while 4 of a sort represents the third-highest hand. In the rare occasion that two or more straight flushes face one another at showdown, the hand with the strongest excessive card wins.
It is doubtless one of the strongest combinations in poker that’s nearly impossible to beat. It is extra accurate to say that it’s even one of the best, as a end result of the well-known Royal Flush is a variation of the Straight Flush. The peculiarity lies solely within the worth of the cards you might have collected.
![poker straight 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)
The participant with J♠ T♠ 9♠ 8♠ 7♠ would meet a case of almost unfathomable dangerous luck in that scenario. That’s as a result of making any variety of straight flush is a monumental task in a recreation of poker. The probability of being dealt a straight flush is sort of low, making it a extremely fascinating hand.
For instance, a hand like A♣K♣Q♣J♣T♣ qualifies as a royal flush and would beat any straight flush. Note that the ace can act as both the excessive card of an ace-to-ten royal flush and the low card of an ace-to-five straight flush. The poker likelihood of drawing a straight flush varies depending on the poker variant you’re enjoying.
A straight flush is the second-strongest of all poker arms, losing solely to a Royal Flush (which is, in fact, the best possible straight flush). It is healthier than Four of a Kind, Full House, Flush, and so on down the poker palms record. In some well-liked variations of poker corresponding to Texas hold ‘em, probably the most widespread poker variant general,[3] a player uses one of the best five-card poker hand out of seven cards.
Only a royal flush outranks the straight flush in phrases of 5-card poker hands. A straight in poker is when you have five sequential cards of any suit, whereas a straight flush is 5 sequential playing cards of the identical suit. As such, a straight flush all the time outranks a straight and is by far the higher poker hand. A straight flush is second solely to a royal flush when it comes to the best poker hand rankings.
A Straight Flush is the second strongest hand you can get in poker. If you make it, you can be virtually sure you have one of the best chance of winning that hand. Texas Hold’em guidelines make it slightly extra probable that you’ll make a straight flush. A walkthrough of the different arms in poker, as nicely as the way to settle ties and distinctive conditions. In some video games, totally different suits can be assigned different values.
Players new to the sport of Texas maintain’em typically battle, no less than at first, with what the most effective poker hands are. A Straight in poker is five playing cards which have consecutive numeric values – for example 2♣3♠4♥5♠6♦. Suit is irrelevant (unless all 5 playing cards are the same suit, by which case the hand turns into a Straight Flush), so long as five playing cards are in consecutive order.
Full House CombinationsFun fact, there are 156 totally different sorts of full homes in a standard 52-card deck. Having the nuts in poker means a participant has the absolute best holding in that specific hand of poker. A Royal Flush will all the time be the nuts, as it cannot be overwhelmed. However, you don’t have to have a Royal Flush to have the nuts.
A flush is straightforward to detect, simply see if the quantity of any suit is ≥5. Probably the easiest means is to manually code in all the straights (i.e. detect if hand matches preset tuples representing the possible straights). The finest strategy for enjoying a possible Straight Flush draw or an already made one is to play the hand thoughtfully to maximize worth.
- The strongest Straight Flush hand is Ace high adopted by King excessive, Queen excessive, Jack excessive, and so on.
- In poker games, a draw is when you’re one or two cards away from a ranking hand, so a flush draw is when you’re one card short of having a straight flush.
- Say you’ve A♦J♣ and your opponent has A♠J♦, and the board comes A♣8♦2♣3♥10♥.
When not certainly one of the above palms are shaped, the hand is valued at its highest single card, making an Ace-high the strongest High Card hand. This is the most common hand and often the least likely to win in a showdown. The worst potential five-card hand in poker is 2♣3♠4♦5×7♣ (any suit). This hand is just seven high with the bottom attainable kickers that do not make a better hand.
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)
Most poker gamers have these rankings memorized, which permits them to assume about other issues at the table when deciding the finest way to play their palms. Below are the chances of making a poker hand in a sport of five-card draw. It does not matter which go nicely with it’s as all fits are equal, but when you have 5 playing cards which are all the identical suit, for example five diamonds, then you’ve a Flush. The energy of the Flush is determined by its highest card, adopted by its second highest and so forth. So, here is our full, definitive information to poker hand rankings. Since it is among the higher poker hands in Texas Hold’em, a Straight can beat a nice vary of hands.
However, although the hands aren’t equivalent from that perspective, they nonetheless kind equal poker arms because each hand is an A-Q excessive card hand. Note that the royal flush (A♣K♣Q♣J♣T♣) is the very best straight flush however will get ranked in its own class because the strongest potential hand you may make in a sport of poker. From the regulation 52-card deck, there are 9 distinct methods to make a straight flush (not counting the royal flush). For instance, 5♥ 4♥ 3♥ 2♥ A♥ and 5♠ 4♠ 3♠ 2♠ A♠ are the same distinct hand, but with totally different fits (hearts and spades). In the case of two straight flushes going head-to-head, the high straight flush (the hand with the strongest high card) wins. The recreation’s outcome relies upon extra on the card values and combinations quite than the fits themselves.