Was Ist Ein Flush Poker

Mike Gano

Although you might be able to see three lines in most machines, the matching of three symbols was ist ein flush beim poker at the top and bottom lines do not offer any return. Next, pick a slots game with its monetary amount relevant to the total amount of cash you have for casino gambling. Define straight flush. Straight flush synonyms, straight flush pronunciation, straight flush translation, English dictionary definition of straight flush. Straight flush - a poker hand with consecutive cards in the same suit. Poker hand - the 5 cards held in a game of poker. Want to thank TFD for its existence?

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These days I witness poker players brandishing the phrase “GTO poker” like it's a selfie stick at the beach. Sure, it’s a sexy idea — to apply “optimal theory” to your game — but there’s an essential aspect to the idea that most players miss.

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While pure game theory optimal solutions (i.e., equilibria) are characterized by two players playing perfectly, GTO can still be used to analyze spots where your opponent is far from perfect. In fact, since the vast majority of us are imperfect (a.k.a. human) players, arguably the real power of GTO analysis is how it can improve your exploitative play.

To understand this, let’s walk through the typical steps of GTO analysis.

Step 1 - Pick a Hand, Any Hand

For this exercise, you’ll need a poker hand. You can make one up, or, even better, pick one you’ve played recently. I suggest selecting a spot where you were wondering what to do on either the turn or the river. All of the solvers mentioned below are free to use if you’re analyzing later streets, but they cost money if your analysis begins on the flop (or earlier).

Take note of the positions and any reads you have on your opponent as this will help you assign hand ranges more realistically.

Step 2 - Choose your Solver

Why do math by hand when you can use a calculator?

GTO calculators are called “solvers,” and there are three main ones on the market:

  • GTO Range Builder - More graphical/visual. Web version only. Lots of educational material.
  • SimplePostflop - More tabular. Standalone version. Can start the analysis preflop.
  • PioSOLVER - More tabular. Standalone version. Preferred by high stakes players.

You might consider starting with GTO Range Builder, since it has a web interface and is the fastest and simplest to try. A in-depth comparison of solvers can be found in this post and responses on Two Plus Two. And for specifics on how to use each of the solvers, refer to their tutorials.

Step 3 - Enter the Hand Ranges

With a hand in mind and a solver in hand, it’s time to enter the data. Any good analysis starts with assigning hand ranges.

Stop and consider which hands your opponent might be holding given the action so far. Enter them into the solver. Which hands could you possibly be holding in this spot? Enter those as well.

Step 4 - Find the GTO Solution

Next enter the other facts about the hand such as board cards, pot size, effective stacks and what kind of bet sizes you think will be used. Then run the solver.

If you’re analyzing the turn or river, this should only take a few seconds. Flop analysis can take a few minutes or up to an hour depending on the solver and the hardware used to run it.

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The output will be your GTO solution. The solution specifies what each player should do with every hand in his range. Now you can look up the specific hand you were holding and take note of how you would play it if you were both playing perfectly.

Step 5 - Find the Exploitable Solution

Now comes the critical step.

Since obviously no one is playing perfectly, we want to determine our optimal real world solution. Each tool has a feature where you can manually change the solution to reflect what you think your opponent is most likely to do. This is called “locking” your opponent’s strategy.

Perhaps the tool says a perfect opponent should always check to you on the river, but you know this guy will bet his top-pair hands and better. You can lock that strategy into the tool, and then recalculate the solution.

You now have an exploitative recommendation that will yield the maximum possible value based on how your opponent actually plays!

If you’re not sure how your opponent plays, perhaps because he’s unknown to you, then you can simply default to the solver’s GTO solution.

Seize the Opportunity

This is a powerful technique. You are taking much of the guesswork out of estimating how to exploit your opponent. And the results can sometimes be surprising and often enlightening.

Also, this kind of analysis is relatively new. The solvers themselves have appeared in only the last couple years. Perusing the web (try googling “Poker GTO”), the amount of instructional material available on these concepts is slim but growing fast.

An opportunity therefore exists for the more ambitious students of the game. Soon perhaps these tools will get integrated into the popular database programs like Hold’em Manager and Poker Tracker, but until then I suggest you spend some time with these tools and techniques and increase your edge over the competition.

Mike Gano is a professional poker player, coach, streamer, and author. He’s been a consistent winner for over a decade in the online cash games, currently playing 200NL on 888poker. He’s created educational videos for CardRunners, DeucesCracked, Red Chip Poker, and Hold’em Manager. Check out his weekly poker strategy blog called Poker in a Box.

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Was Ist Ein Flush Poker
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In a poker game with more than one betting round, an out is any unseen card that, if drawn, will improve a player's hand to one that is likely to win. Knowing the number of outs a player has is an important part of poker strategy. For example, in draw poker, a hand with four diamonds has nine outs to make a flush: there are 13 diamonds in the deck, and four of them have been seen. If a player has two small pairs, and he believes that it will be necessary for him to make a full house to win, then he has four outs: the two remaining cards of each rank that he holds.

One's number of outs is often used to describe a drawing hand: 'I had a two-outer' meaning you had a hand that only two cards in the deck could improve to a winner, for example. In draw poker, one also hears the terms '12-way' or '16-way' straight draw for hands such as 6♥ 7♥8♠ (Joker), in which any of sixteen cards (4 fours, 4 fives, 4 nines, 4 tens) can fill a straight.

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The number of outs can be converted to the probability of making the hand on the next card by dividing the number of outs by the number of unseen cards. For example, say a Texas Holdem player holds two spades, and two more appear in the flop. He has seen five cards (regardless of the number of players, as there are no upcards in Holdem except the board), of which four are spades. He thus has 9 outs for a flush out of 47 cards yet to be drawn, giving him a 9/47 chance to fill his flush on the turn. If he fails on the turn, he then has a 9/46 chance to fill on the river. Calculating the combined odds of filling on either the turn or river is more complicated: it is (1 - ((38/47) * (37/46))), or about 35%. A common approximation used is to double the number of outs and add one for the percentage to hit on the next card, or to multiply outs by four for the either-of-two case. This approximation works out to within a 1% error margin for up to 14 outs.[1]

Note that the hidden cards of a player's opponents may affect the calculation of outs. For example, assume that a Texas hold 'em board looks like this after the third round: 5♠ K♦ 7♦ J♠, and that a player is holding A♦ 10♦. The player's current hand is just a high ace, which is not likely to win unimproved, so the player has a drawing hand. He has a minimum of nine outs for certain, called nut outs, because they will make his hand the best possible: those are the 2♦, 3♦, 4♦, 6♦, 8♦, 9♦, and Q♦ (which will give him an ace-high flush with no possible better hand on the board) and the Q♣ and Q♥, which will give him an ace-high straight with no higher hand possible. The 5♦ and J♦ will also make him an ace-high flush, so those are possible outs since they give him a hand that is likely to win, but they also make it possible for an opponent to have a full house (if the opponent has something like K♠ K♣, for example). Likewise, the Q♠ will fill his ace-high straight, but will also make it possible for an opponent to have a spade flush. It is possible that an opponent could have as little as something like 7♣ 9♣ (making a pair of sevens); in this case even catching any of the three remaining aces or tens will give the player a pair to beat the opponent's, so those are even more potential outs. In sum, the player has 9 guaranteed outs, and possibly as many as 18, depending on what cards he expects his opponents to have.

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