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Straight flush vs. Dan Cates talks with the hosts of 'The Chip Race' podcast about a huge high-stakes cash game hand he played with Phil Ivey. A Straight Flush is the best poker hand category, and the Royal Flush serves as an Ace-high Straight Flush. One rung beneath that is Four of a Kind. This poker hand includes 4 cards of equal rank. As you might imagine, 4 x Aces form the strongest possible 4 of a Kind. Jan 21, 2019 The following strategy is my 'intermediate strategy' for jacks or better video poker. Using the strategy on a full pay machine will result in an expected return of 99.52%. Compared to the optimal strategy return of 99.54%, mistakes in the simple strategy will cost 0.03%, or one total bet every 3,805.
11 rows Four of a kind, also known as quads, is a hand that contains four cards of one rank and one card of another rank (the kicker), such as 9 9 9 9 J ('four of a kind, nines'). It ranks below a straight flush and above a full house. Each four of a kind is ranked first by the rank of its quadruplet, and then by the rank of its kicker. Jan 21, 2019 Jacks or Better: Intermediate Strategy Introduction The following strategy is my 'intermediate strategy' for jacks or better video poker. Using the strategy on a full pay. Machine will result in an expected return of 99.52%. Compared to the optimal strategy return of 99.54%, mistakes in the simple strategy will cost 0.03%, or one total bet every 3,805 hands.
'Something out of a fantasy, this hand.'
So said Dan 'Jungleman' Cates of a hand he played against Phil Ivey. Indeed, the hand was wild enough both Ivey and Cates had to take a picture of it at the end something two players who have seen and experienced just about everything possible at the poker table rarely do.
Cates discussed the hand with David Lappin and Dara O'Kearney recently on a new strategy segment for the The Chip Race podcast.
You can hear the discussion with an the animated video below. Here's a quick rundown of the action and what the trio talk about in the analysis.
It was a high-stakes no-limit hold'em cash game in Montenegro, played at HK$10,000/HK$20,000 (i.e., around $1,275/$2,550 USD) with everyone deep with around HK$3 million in their stacks.
Action began with Cates opening to HK$50,000 from the button with and Ivey calling from the small blind. The big blind then reraised to HK$200,000 and both Cates and Ivey called.
The conversation begins with Cates and O'Kearney discussing the potential profitability of his calling the raise with 5-3-suited, with all agreeing the circumstances were such that the call was recommended.
The flop came . Ivey checked, the big blind bet HK$200,000, and Cates and Ivey both called.
Assessing play on the flop, Cates talks about how he might have raised with his bottom pair and gutshot draw to a wheel. In particular, he notes how he has more A-3 and A-4 combinations in his range than does the preflop three-bettor, as well as more pocket threes or fours.
'Both me and the small blind [Ivey] have way more nuts, comparatively speaking, when we're this deep,' explains Cates, though ultimately he decides a call here is fine as well.
The turn then brought the and it checked to Cates who bet HK$800,000 or two-thirds pot, and only Ivey called.
Here in his analysis Cates focuses mostly on hands he blocks and how they give him a little extra equity.
The river was the , making the board and giving Cates a straight flush. Ivey checked, and Cates bet about one-third pot or HK$900,000 into the HK$2,800,000 pot.
At this stage they talk about Ivey's range of possible holdings and what kind of bet sizing would work best for Cates to earn value by getting Ivey to call with some hands and perhaps raise with others.
As it happened, Ivey did raise all in (!) and Cates of course called.
Take a look below to hear the entire analysis, as well as to see the photo Cates snapped of the hand:
The Chip Race is a weekly podcast sponsored by Unibet Poker, and can be heard on iTunes and anywhere else you listen to podcasts. Follow David Lappin on Twitter @dklappin and Dara O'Kearney @daraokearney.
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An ace high straight flush, such as Ad Kd Qd Jd 10d is called a royal flush, and is the highest ranked hand in standard poker, without wild cards. Four of a kind. Also known as quads, four of a kind is a hand like 7h 7s 7c 7d 2s, that has four cards of the same rank, and one other card. A Straight Flush is the best poker hand category, and the Royal Flush serves as an Ace-high Straight Flush. One rung beneath that is Four of a Kind. This poker hand includes 4 cards of equal rank. As you might imagine, 4 x Aces form the strongest possible 4 of a Kind. For example, there are 4 different ways to draw a royal flush (one for each suit), so the probability is 4 / 2,598,960, or one in 649,740. One would then expect to draw this hand about once in every 649,740 draws, or nearly 0.000154% of the time. Sep 30, 2008 Which wins in poker flush or four of a kind? Wiki User September 30, 2008 8:32PM. Four of a kind. A full house is next and then a flush. Related Questions. Asked in Poker. Mar 01, 2008 Royal Flush is the best hand in poker and nothing is better. Five of a kind, 5 Aces (5 Aces uses a wild card, so it's value is the same with 4 of a kind, 4 Aces, or maybe higher, but still lower than Royal Flush. Royal Flush uses no wild card, so it's the highest.
Do you want to know what beats what in poker? Use the official poker hands rankings chart and seem them from best to worst!
Whether you play live at your local casino or card room, you have your home game going, or you prefer the online action at websites like PokerStars, 888Poker, or partypoker, you need to learn the order of poker hands from best to worse.
Use the list of poker hands below to know beats what in poker.
Commit this poker hands ranking list to memory today and print it if you need it (there's a button for it at the bottom). Knowing the correct poker hands rank is key to start making winning poker hands.
|1. Royal Flush||10JQKA||The best possible hand in Texas hold'em is the combination of ten, jack, queen, king, ace, all of the same suit|
|2. Straight Flush||56789||Five cards of the same suit in sequential order|
|3. Four-Of-A-Kind||3333K||Any four numerically matching cards|
|4. Full House||JJJKK||Combination of three of a kind and a pair in the same hand|
|5. Flush||2459K||Five cards of the same suit, in any order|
|6. Straight||A2345||Five cards of any suit, in sequential order|
|7. Three-Of-A-Kind||77745||Any three numerically matching cards|
|8. Two Pair||99KK4||Two different pairs in the same hand|
|9. One Pair||10103QK||Any two numerically matching cards|
|10. High Card||K248Q||The highest ranked card in your hand with an ace being the highest and two being the lowest|
Many consider poker less of a gambling game than other casino games. For that to be true, players need to improve their understanding of game play and the strategy required to be a winning player.
The first step toward learning how to play poker is to learn the poker hand rankings.
Most poker players have these rankings memorized, which allows them to think about other things at the table when deciding the best way to play their hands.
The good news is these hand rankings tend to be the same among a wide variety of poker variants, whether it is Texas Hold'em, Omaha, seven-card stud, or other games.
All of those games use the same traditional poker hand rankings that were first developed way back in the 19th century when five-card draw first started to be played.
On this page, you find a complete list of poker hand rankings going from the highest possible hand (the Royal Flush), down to the lowest hand in which there is no pair among the five cards.
Hand rankings in poker correspond to the likelihood of making such hands.
A royal flush, consisting of the cards ranked ace through ten all being the same suit, is extremely rare in fact, some players go their entire lives without making a royal flush.
A regular straight flush with any five consecutive cards of the same suit is a little less rare, four of a kind occurs slightly more frequently, and so on.
Notice that a full house is ranked higher than a flush.
That's because a full house comes just a little less frequently than a flush, thereby making it the higher-ranked hand of the two.
Additional readings for beginners:
Players new to the game of Texas hold'em often struggle, at least at first, with what the best poker hands are.
Once they have read this easy-to-digest guide that will no longer be the case.
The aim of Texas hold'em is to make the best five-card poker hand at showdown.
You can win without having to show your cards if you force someone to fold before the river. Nonetheless, for the purpose of this article, we'll pretend that we've gone to showdown and need to know what beats what in poker.
First up is the weakest possible holding you can make in poker, a hand that can still win you the pot, although the likelihood of that happening decreases in a pot involving multiple players.
We are of course talking about high card.
As the name suggests, you don't even hold a pair here and instead are using the highest card among the five you are playing.
You have and the board has come .
Your best five-card hand would be where you would hold queen-high.
Next up is one pair, one of the more common Texas hold'em hands and one that will win you plenty of pots.
You have and the board comes .
Your five-card hand is you have a pair of aces. Nice poker hand!
One place higher up on the poker hands chart is two pair.
You have and the five community cards are .
Your best five-card hand at showdown is or two pair, tens and nines.
One note of warning on this specific poker hand: if you are verbally declaring your hand, try to announce the higher pair first as to help avoid confusion.
Now we're getting into the realm of the best poker hands because once you make three-of-a-kind (sometimes called a set or trips), you are much more likely to win the pot than with any of the previously mentioned hands.
Your five-card poker hand is you have three-of-a-kind kings, often a very powerful hand in hold'em.
To beat three-of-a-kind you're going to need at least a straight.
A straight is five consecutive cards where at least one of them is a different suit from the others.
Should your hand read you would hold a six-high straight.
If someone held a seven-high straight, then that player would win the hand.
There are two straights that have nicknames that are worth remembering.
A wheel is a straight that runs from ace-to-five, and a Broadway straight the strongest straight runs from ten-to-ace.
A flush is one of the most powerful Texas hold'em hands because it is only beaten by a handful of others.
Any hand that that has five cards of the same suit is a flush.
Aces are always high when it comes to flushes, which means a hand such as beats .
There are few hands that can beat a flush one that does is a full house. Also called a 'boat,' a full house is when your five-card hand is made up of three of a kind plus a pair.
With you have kings full of deuces, while is fives full of queens.
When it comes to full houses, the higher three of a kind determines which hand wins, so in this case 'kings full' would beat 'fives full.'
The next three holdings are so rare that if you hold them, you can almost guarantee that they are winning poker hands.
Four of a kind is the minimum holding you'll need to beat someone with a full house.
Again, as the name suggests, four of a kind means having four cards of the same rank.
is four-of-a-kind tens and an extremely powerful holding.
Your only way to beat four of a kind, or 'quads' as they are often called, is to hold either a straight flush or a Royal Flush.
The former is five consecutive cards all of the same suit, so would be an eight-high straight flush and practically unbeatable.
If you manage to make (or the same holding in any of the other three suits), you have a Royal Flush and the only way to lose the hand would be to fold by accident!
If you are into numbers (most poker players are), you might be wondering about the probability of poker hands.
We said that she platers might go entire lives without ever getting the highest hand in poker but, looking at the numbers, what are the odds of a Royal Flush?
In this section of our complete analysis of the poker hand ranking and what beats what in poker, you get a clear overview of the probability of poker hands.
How to calculate the probability of poker hands?
When you know that there are 52 cards in play and 2,598,960 possible combinations, the calculation is easy.
You just need to divide the number of possibilities to build a specific poker hand by the number of total poker hands.
Let's run a few examples:
What are the odds of a Royal Flush? 0.000,001,539
What are the odds of a Straight Flush? 0.000,015,39
Use the table below to calculate the probabilities of all poker hands.
|Poker Hand||No. Ways||Probability|
It should be noted also that while poker hand rankings never change, sometimes circumstances can make a good hand less valuable and a poor hand more valuable.
In other words, when it comes to poker hands there's a difference between absolute value (reflected in the list of poker hands above) and relative value.
For instance, in a game of Texas hold'em, if you have two pair that might seem like a good hand.
But if your opponent keeps betting into you and it's possible he could have a straight or flush, your two pair is no longer looking so good.
Meanwhile, if you have just one pair but your opponent keeps checking to give you a free play at the pot, you might well have the strongest hand and should bet your hand.
The 'absolute' value of your hand may not be great, but in that case the 'relative' value very well could be.
Also worth mentioning is the fact that in some games like razz, deuce-to-seven triple draw, Badugi, and others you might encounter when playing online poker, the hand rankings listed below do not apply.
These hand rankings are for regular or 'high-card' games, not 'lowball' games with alternate hand rankings.
What is the order of poker hands?
As shown in the poker hand rankings chart, the order of poker rankings (from the highest to the lowest) is: Royal Flush, Straight Flush, Four-of-a-Kind, Full House, Flush, Straight, Three-of-a-Kind, Two Pair, One Pair, High Card.
What is the best hand in poker?
The Royal Flush is the best hand in poker. To have a Royal Flush, you need an Ace, a King, a Queen, a Jack, and a 10. All the cards that compose the hand need to be of the same suit.
What beats what in poker?
As you can see in our poker hand rankings chart, the hands in poker follow a clear hierarchy.
In a game of poker, the hand rankings work as follows:
The Royal Flush is the best hand in poker, so no one other hands beat this one.
What is a straight in poker?
You have a straight when all the five cards that compose your poker hand are consecutive ones. E.g. 5-6-7-8-9.
If the cards are of the same suit, you have a straight flush, which is a considerably stronger hand compare d to the simple straight.
What beats a straight in poker?
Although many see the straight as a stronger hand, there are many other poker hands that beat it.
The list of hands that beat a straight includes:
What beats a flush in poker?
The list of hands that beat a flush includes:
What beats a full house in poker?
The list of hands that beat a full house includes:
What is the highest suit in poker?
All the suits in poker have the same value. In some games, different suits can be assigned different values.
When that happens, the value is as follow (from the lowest to the highest): clubs, diamonds, hearts, spades. In that case, spades is the highest suit.
How many poker hands are there?
The total number of poker hands in a game of poker is 2,598,960. Since a game of poker uses a 52-card deck of
What hands to play in poker?
The type of hands to play in a poker game depends on the game you play and other factors like your position in the hand, your stack, and the action at the table.
In a famous poker strategy article, professional player Jonathan Little shared which hands to play in poker and how to play marginal hands.
Can you make three pairs?
Although it is possible to hold a pair in your hand and then have another two pair appear among the five community cards, you can only use a total of five cards to make your poker hand, so you don't win anything for three pairs.
Which is better, a set or trips?
They are both essentially the same hand because they are both three of a kind.
The terminology 'set' is used when you have a pair as your hole cards and then catch another one of those cards on the board.
'Trips' is when there is a pair on the board and you have another of those cards as one of your hole cards.
Sets are easier to disguise than trips so many consider them to be a better hand, although they both rank the same.
What is a chopped or split pot?
If you and an opponent have the same five-card poker hand, then the pot is divided equally between you.
Say you have and your opponent has , and the board comes .
You both would be playing the same five-card hands in terms of their value (A-J-T-8-3), and so would split the pot.
If there is four of a kind on the board, who wins?
Because the aim is to make a five-card poker hand, whoever has the highest fifth card in this case wins.
If the board reads and you have in your hand and your opponent has , then you win because you hand is 7-7-7-7-A and your opponent's is 7-7-7-7-K.
You would also win even if your opponent holding was in this example.
Are the suits ranked in Texas hold'em?
No, they are not. Some poker variants have different ranks for suits, but hold'em is not one of them.
Why did my 4-4-4-T-T lose to my opponent's 7-7-7-8-8?
As mentioned earlier, it is the three-of-a-kind element of a full house that dictates the winner.
If you're new to the game and want a reference of all of Texas hold'em hands, you can keep this page open or you could always download and print our poker hands ranking chart and keep it next to you while you're playing poker.
We were wondering and concluded it is possible to have two players, one having a royal flush, the other having four of a kind, if there is a pair and three high cards on the table. But the situation is more complicated since there could be a pair of kings on the table and the last card could be anything.
Is there a straightforward way to calculate the probability? Is a poker professional likely to experience it in his lifetime?
Of course, any answer makes the assumption that both hands make it to the river. In the linked video below, if the players with AA had raised pre-flop and the player with KJ of diamonds had folded, the whole calculation would have been moot.
"The chances of a royal flush and quads happening in the same hand: 1 in 2.7 billion", according to Lon McEachern.
I assumed the guys over at ESPN have done the math, but after viewing the link to discussion there was some concern about whether they did the math correctly so I decided to do it myself based on both the outcome stated in the video and this actual question, both of which ask about seeing both a royal flush and quads in the same hand.
I am going to work backwards from the end result. The first thing to consider is that there are actually two ways this can happen. One is for the player with quads to have any pocket pair tens or higher. The second is for the player with quads to only have one card 10 or higher which forms the quads.
Let's start with the first possibility, as it is both the easiest, and will never result in a chopped pot.
The probability p of having a specific pocket pair is 1/221. Now the board must have the same pair, and at least 2 of the remaining broadway cards, suited. There are two ways that this can happen: there can either by exactly 2, or there can be 3. Again, let's just consider the first case right now as this is the easiest.
There are 1,712,304 possible ways to deal the board. (48 choose 5) There are 5 different pocket pairs for the quads (AA, KK, QQ, JJ, 10 10) and each of these has four remaining broadway cards of which two must show on the board. There are 6 ways that two of the four can show. Since there are four suits there are four ways these combinations can fall.
So for a given pocket pair, out of the 1,712,304 possible ways to deal the board, 1120 of them will meet the above criterion. (6 broadway combinations * 4 suits * 46 ways the remaining card can fall). But the other player must have the two specific cards to complete the royal flush and the probability of that happening is 1/45 * 1/44 = 1/1980.
So for a given pocket pair 10 or above, the combined probability is 1/221 * 1120/1712304 * 1/1980 = 7/4,682,937,402. So for pocket aces the chance is about 1 in 669 million.
For all 5 pocket pairs the probability is 35/4,682,937,402 or about 1 in 133 million.
So I'm not sure where ESPN got their numbers, but it's definitely more likely than they say.
The above doesn't even count the case where the last card on the board is also a broadway card of the same suit (maybe a 4 to the royal flush on the board) nor the case where there are three of a kind on the board matching one of the player's hole cards. These two will only increase the probability of seeing both quads and a royal flush in a hand. These are more work to calculate and I will try to do this later when I have time.
Did someone see this kind of situation during his life? the chance to see royal flush is 0.0008% but what chance to see 4 of a kind vs royal?
Did someone see this kind of situation during his life? the chance to see royal flush is 0.0008% but what chance to see foak vs royal?
Thats a magical hand
Must see it happen atleast once in a lifetime.
I have experienced a RF in a playmoney game
Royal vs four is a dream if you win
Not sure if ive seen specifically quads vs royal flush , but plenty similar.
PokerStars - $0.02 NL (6 max) - Holdem - 5 players
UTG: $0.82 (41 bb)
CO: $1.02 (51 bb)
BTN: $1.58 (79 bb)
SB: $2.03 (101.5 bb)
Hero (BB): $3.98 (199 bb)
SB posts $0.01, Hero posts BB $0.02
Pre Flop: (pot: $0.03) Hero has
fold, CO calls $0.02, BTN calls $0.02, SB calls $0.01, Hero checks
Flop: ($0.08, 4 players)
SB checks, Hero bets $0.06 , CO calls $0.06, 2 folds
Turn: ($0.20, 2 players)
Hero checks, CO bets $0.10 , Hero calls $0.10
River: ($0.40, 2 players)
Hero bets $0.27 , CO raises to $0.84 and is all-in , Hero calls $0.57
Results: $2.08 pot ($0.07 rake)
CO shows : (Straight Flush, Eight High)
(Pre 50%, Flop 42%, Turn 100%)
Hero shows : (Full House, Fives full of Eights)
(Pre 50%, Flop 58%, Turn 0%)
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