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This white paper on the subject of poker as a game of skill was prepared by Thomas Goldstein and his associates at the law firm Akin Gump Strauss Hauer & Feld LLP, for the Poker Players Alliance.  Tom and his firm are among the leading litigators in the United States Supreme Court and he is the founder and editor of the blog  The Poker Players Alliance is the leading public advocacy group representing the interests of poker players in the United States and around the world.  Its website contains a wealth of information about its activities.

I am grateful for permission to republish this white paper, which I consider to be the most thorough and correct writing on the subject of poker as a game of skill.

Games of Skill and Games of Chance: Poker as a Game of Skill

by The Poker Players Alliance

Thomas C. Goldstein
Christopher M. Egleson
Jonathan H. Eisenman
Akin Gump Strauss Hauer & Feld LLP
1333 New Hampshire Ave., NW
Washington, D.C. 20036-1564
(202) 887-4000 (telephone)
(202) 887-4288 (facsimile)


The Poker Players Alliance is a nonprofit organization whose members are poker players and enthusiasts from around the United States. The Alliance works to protect the legal rights of poker players and advocates rational gaming laws at the state and federal level.

In this White Paper, the Alliance describes the role that skill plays in determining the outcome of a game of poker, and offers an overview of the scientific studies that address that question. This paper devotes particular attention to Texas Hold'em, the most popular poker game and the one to which the most study has been devoted.


As is true for similar games like golf, billiards, and bridge, when good poker players play against bad players, the good players consistently and routinely prevail. Players who enter golf and bridge tournaments pay a fee to enter, and earn a cash reward if they win, but these games are contests of skill because their outcome is determined principally by skill. See Two Elec. Poker Game Machs., 465 A.2d at 977 ("[i]t cannot be disputed that football, baseball and golf require substantial skill, training and finesse" even though "the result of each game turns in part upon luck or chance"); In re Allen, 377 P.2d 280, 281 (Cal. 1962) (bridge requires skill and is not a "game of chance"). So too with poker. To be sure, there is some accumulation of luck over the course of a poker match that will affect how individual players perform. That is also true, for example, of golf, where "changes in the weather may produce harder greens and more head 1 In Texas Hold'em, each player is dealt two face-down hole cards. A round of betting follows in which players can bet, raise other players' bets, or fold. Three community cards are then dealt face-up ("the flop"), followed by another round of betting, raising, or folding. Next, another face-up card is dealt ("the turn"), followed again by betting, raising, or folding. One final face-up card is dealt ("the river"), followed by another round of betting, raising, or folding. At the conclusion of this round, if more than one player remains (if every player but one has folded), the remaining players show their cards ("the showdown"), and the player who can make the best five card hand out of the two hole cards and the five community cards wins. 2 winds for the tournament leader than for his closest pursuers" or a "lucky bounce may save a shot or two." PGA Tour, Inc. v. Martin, 532 U.S. 661, 687 (2001). But, as in golf, skill is nonetheless dominant in poker play. The fact that every hand of poker involves multiple decision points (at each of the multiple rounds of betting), multiple decisions at each decision point (bet, call, raise, or fold), and innumerable factors that call for skill to evaluate each of those decisions (for example, the player's own cards, the odds of his hand improving, his sense of the strength of the other player's hand, his sense of the other players' perception of him), establishes that poker is a contest of skill.

Two general methods of determining the role of chance in an activity have developed in state courts to analyze the issue of whether a game is one of skill or chance. The first method is to evaluate the game's structure and rules. If the structure and rules allow sufficient room for a player's exercise of skill to overcome the chance element in the game, the game is one of skill and the gambling laws do not apply. See, e.g., In re Allen, 377 P.2d at 281-82 (bridge is not gambling). A second approach, which the scientific community favors, is an empirical approach that examines the actual play of the game. Using the well-accepted premise that in a game predominated by skill the more skillful players will consistently perform better, this approach looks for specific instances over repeated trials to see if in fact the "more skillful players tend to score better than less skillful players." See, e.g., Patrick Larkey et al., Skill in Games, 43 Management Science 596, 596 (May 1997)....  Each method independently— and certainly both taken together—confirms that poker is a game of skill.


The essence of poker is correct decision-making. Each time it is a player's turn to act, he must choose among several decisions, typically whether to bet, raise, or fold. During the course 3 of a single session, a player will have to make hundreds of those decisions. In order to make the optimal decision the player must take into account a variety of factors. The importance of decision-making in poker cannot be understated: in a recent statistical analysis of millions of actual poker hands, the players' decisions alone rather than the cards dealt accounted for the result in 76% of all the hands played. See Paco Hope & Sean McCulloch, Statistical Analysis of Texas Hold 'Em at 5 (March 4, 2009)..... In other words, in those 76% of hands, all but one player folded, making the remaining player the hand's winner, and the actual cards were never revealed. Moreover, according to this report, in roughly 50% of hands that do play to a showdown, FN: 2 2 A "showdown" is when all of the cards have been dealt and the players still in the hand expose their hold cards and the best hand wins the pot. It is only at the showdown where the winner is determined by the fall of the cards rather than by which players have folded in response to the moves of other players. A player who would have won had he stayed in will have folded, meaning that in only 12% of hands—that is, half of the 24% that play to showdown—does the player who was dealt the "luckiest" hand win. With player decisions deciding close to 90% of all poker hands, the players who consistently make good decisions will win. Those who do not will generally lose.

To make the right decisions consistently, poker players must employ a range of skills. By skill, the PPA does not mean simply a sophisticated knowledge of odds, which is merely a prerequisite to competent poker play. To be skilled at poker, players must develop an ability to directly influence the way an individual hand turns out—who collects the pot at the end, and how much is in the pot. As one court recently held, "[s]uccessful players must possess intellectual and psychological skills. They must know the rules and the mathematical odds. They must know how to read their opponents' 'tells' and styles. FN 3 They must know when to hold and fold  3 Styles and tells are not unique to the physical world, but are also involved in online poker. The tells and styles in online poker include betting amounts, betting habits, speed and timing of bets and raises. They must know when to hold and fold and raise. They must know how to manage their money." Pennsylvania v. Dent, No. 2008-733, slip op. at 13-14 (Pa. Ct. Com. Pl. Jan. 14, 2009).....

Of course, it is true that individual moves in poker are called "bets." But that vocabulary is misleading. The "bet" is not a wager on a chance event. Unlike "bets" in poker, actual wagers do not alter the outcome of the event. A bet on the Super Bowl does not change the score; bets on roulette wheels are placed before the ball is dropped. Bets at a poker table are different. What is called a "bet" in poker is really a "move" like a move in any other game: it is a strategic maneuver designed to provoke a desired reaction from an opponent.

The importance of these moves is heightened because, in typical complex poker games, a player must contend with a large number of decision-making stages and a variety of possible courses of action at each stage. In each hand of Texas Hold 'Em (or of similar games, such as Omaha), a player has four principal decision-making opportunities: the first after he receives his down cards, and the next three as the common cards are turned over in three stages. Draw games require three decisions—a "bet" after the initial draw, a decision about which and how many cards to exchange for new cards, and another "bet" after the exchange. Stud games, played with an initial deal of two cards and then additional cards dealt one at a time until each player has a total of either five (five-card stud) or seven (seven-card stud) cards, require either four or six moves, the first after the initial deal and the rest after each additional card. At each stage the player has available to him many courses of action. The focus of each decision is how worthwhile it is to risk additional chips relative to the chance of winning all the chips in the pot in that hand. These decision-making stages reduce the element of chance in the game, since logical decision-making at each of these stages allows the player to control whether, and how much, he wins or loses.

To make optimal moves at each of these stages, players must be mathematicians, observers of human nature, and capable deceivers. Poker players use their "bets" principally to communicate with, manipulate, and intimidate their opponents. Even in the 26% of hands that do go to a showdown, the players typically are not "betting" on the outcome of a chance event. For example, when a poker player bets as a bluff, he is not hoping that his cards will prove to be better than his opponents' cards. Instead, the player hopes to win the pot by convincing his opponent to fold the best hand. As noted above, in roughly 50% of hands that do play to a showdown, a player who would have won had he stayed in will have folded, meaning that in 88% of hands the player who eventually won the hand did so by "convincing" his competitor to fold. That fact attests to the skill required of the winning player in bluffing his competitor into folding. See Hope, Statistical Analysis at 5. Of course, a player trying to chase another player out may get called and lose. But what he was betting on was not what cards his opponents held—the essence of gambling. He was betting to influence what his opponents would do—the essence of strategy.

Skeptics claim that "no amount of skill can change a deuce into an ace." It is true that skill cannot change the cards. But skill at poker allows a player with a deuce to make his opponent believe he has an ace, causing his opponent to fold a hand that would have won the pot. As noted, more than 75% of all hands are won when one player bets and all remaining players fold in response. See Hope et al. at 5; see also Howard Lederer, Why Poker Is a Game of Skill (May 6, 2008) (unpublished manuscript....). In some of these hands, a player with a bad hand will have bluffed out a player with a better hand, overcoming the luck of the draw. Further, poker is not played one hand at a time. Over the course of an actual game, consisting of multiple hands, the skilled player will consistently prevail, regardless of an occasional unlucky turn of the card.

In any event, the fact that the winner of a small percentage of hands will be determined to some extent by the luck of the draw is insufficient to refute the conclusion that poker is a game predominately of skill. Many games have a chance element, and it is easy to say, after the fact, that the chance element was dispositive in any particular instance of play. For example, in a game of golf played on a windy day, there would always be the chance that the wind would blow the ball off target, causing a player to lose a few strokes, and possibly the game. See, e.g., Martin, 532 U.S. at 686-87 (2001) ("[G]olf is a game in which it is impossible to guarantee . . . that an individual's ability will be the sole determinant of the outcome."). That is a case in which a chance element, out of the golfer's control, played a dispositive role in deciding the outcome of what is generally acknowledged to be a game of skill.

To appreciate the role that chance plays in almost every game, it is important to keep in mind just how few games exist in which luck plays no role at all. Chess is the prototypical example of a game of pure skill, because both players have perfect information regarding the other's pieces and all that matters is how skillfully a player deploys them. But such games of pure skill are exceedingly rare; at least some degree of luck plays a substantial role in almost every game people play. In fact, between two equally matched chess players, the coin flip to determine who plays black or white may have an effect on the outcome. See, e.g., Jonathan Rowson, Chess for Zebras: Thinking Differently About Black and White at 193 (Gambit Publications 2005) ("the conventional wisdom is that White begins the game with a small advantage and, holding all other factors constant, scores approximately 56% to Black's 44%.").

Additionally, consider Scrabble, another game where chance plays a role. As in poker, skill largely determines the outcome in Scrabble, even though one could say of that game too that no amount of skill at Scrabble can turn a "Q" into an "E." The outcome of a game of Scrabble may in some cases turn on the draw of the tiles just as in some cases the outcome of a round of poker may turn on the draw of the cards, but that does not make either game a game of chance.

Furthermore, the outcome of a hand of poker is not only who wins and who loses, but how much each player wins or loses. A player's assessment of his own cards and what cards the other players are holding will affect whether and how much the player bets, meaning that even in the 12% of hands that reach a showdown and in which the best hand dealt wins the pot, the players' skill will determine how much is won and how much is lost. Skill thus means that a good player will lose less with a deuce and win more with an ace than a bad one.

The importance of skill in poker is further demonstrated by the fact that a novice poker player can improve his talents and raise the level of his game through study and accumulating game experience. After only a short time, a player can acquire basic game skills, such as learning when to fold and how to make the basic calculations. The more a person continues to practice and learn, the more his skills will improve, something that is also true for chess, golf, and bridge players. FN 4 A significant literature is available to help the novice player develop. See, e.g., Gus Hansen, Every Hand Revealed (2008); Daniel Negreanu, Power Hold'em Strategy (2008); David Apostolico, Machiavellian Poker Strategy: How to Play Like a Prince and Rule the Poker Table (2005); Dan Harrington, Harrington on Hold 'Em: Expert Strategy for No Limit Tournaments (2005); Eric Lindgren, World Poker Tour: Making the Final Table (2005); Blair Rodman & Lee Nelson, Kill Phil: The Fast Track to Success in No-Limit Hold 'Em Poker Tournaments (2005); Doyle Brunson, Doyle Brunson's Super System: A Course in Power Poker (2002); David Sklansky, Tournament Poker for Advanced Players (2002); David Sklansky, The Theory of Poker (1994)

All of the strategic decision making skills required are the same for online poker and for live poker. A player will make the strategic decisions discussed above based on deductions about 4 . 8 an opponent that are derived from the opponent's moves themselves and from remembered (or recorded) prior game play. In fact, applying the lessons of prior game play to the current situation—much like a caddy's notes on previously played holes in a golf tournament—is the skill that may be most essential to poker success. Analyzing that prior history and predicting opponents' behavior is the same whether the play is online or live. And while a player may learn something from looking at another live player—watching facial expressions and the like for tells—online poker requires different but equivalent sensitivity to an opponent's play. For example, players often send messages to one another during online poker play, and learning to make deductions about a player's style and hand from those messages is a skill. Similarly, being able to learn from the timing of opponents' moves is a skill.

Indeed, online poker involves special skills not required in live play, and has characteristics that reduce the role of chance in determining outcomes. First, online play typically involves many more hands than an ordinary live poker match, because hands are dealt much faster and many players play multiple tables simultaneously. Whatever element of chance is involved in individual hands thus evens out as a statistical matter more quickly than in live play. Second, players have access to tools that help heighten their play. For example, popular programs that players can run alongside their games can help them to track large quantities of data about other players' betting patterns in great detail. Such programs help smart players make even smarter moves, based to a larger degree on logic and strategy than they are on intuition. And of course being able to process and apply a large amount of detailed data about a number of opponents' betting histories is a skill in itself. For all these reasons, online poker requires specialized skills that live play does not.

Together, the specific skills required to play poker in general and online poker in particular, the demonstrated fact that poker hands are won by maneuvering rather than in a showdown the vast majority of the time, and the fact that in every hand the players' skill determines the amounts won and lost by each player, show that skill is required to be a winning poker player.


Several recent studies have definitively demonstrated that a player must be skilled in order to win at poker. Indeed, every single study to examine this issue has reached the very same conclusion: poker turns on skill. Until quite recently, any rigorous analysis of whether skill or chance predominated in poker could involve only an assessment of the rules of play themselves, because no research had assembled a statistical assessment of the role of skill in poker. The subject has now received academic attention, and the studies uniformly confirm that skill determines the outcome in poker games. This reflects an evolving understanding, and popularization, of the sophistication of the game of poker.

In one recent game-theoretical study, for example, the author used a computer simulation to prove that a combination of the skills discussed above is required in order to win consistently at poker. See Larkey, supra. For his 2001 paper on "Skill in Games," Professor Larkey built a computer model of a simplified version of poker. See id. The "general behaviors mandated for player success" at this simplified game were: (a) observation, (b) memory, (c) computation, (d) knowledge of the random device, (e) misleading opponents about the actual strength of your position, and (f) correct interpretation and forecasts of opponents' behaviors. Id. at 597. To evaluate the relative importance of these areas of skill, singly and in combination, the authors 10 programmed twelve different robot players who would compete against one another. Each was programmed to use a different combination of strategies. Id.

The simplest robot only knew the rules of the game—when to bet and how much it was allowed to bet—but aside from that essentially played randomly and without regard to its hand. A second robot understood the relative values of the hands. It would bet aggressively when it was dealt a good hand, and hold back when it got a bad hand. It ignored its opponents, while three other similar robots made conservative or aggressive assumptions about what the other player's hands contained. Another robot bluffed aggressively. The more sophisticated robots watched their opponent's betting patterns and made deductions about what those opponents were likely to be holding. Some of these robots would bluff by playing randomly a small percentage of the time in order to confuse other opponents capable of watching and learning.

The authors ran a tournament that pitted each robot player against each other player in 100 one-on-one games. Over the course of the tournament, the random-play robot won only 0.4% of its games. It lost $546,000. The four robots that dominated the contest were the ones capable of sophisticated calculations about their odds of winning. The robot that could only calculate odds came in fourth. The robot that could calculate odds and that also bluffed occasionally came in third. But the two most successful robots of all were the robots that most closely emulated real poker players. A robot that not only calculated odds but also observed fellow players and adjusted its style of play came in second at $400,000. The best robot of all calculated odds, learned about its opponents, and bluffed occasionally in order to throw its competitors off track.

Even in the simplified game of poker designed for the study, with simple hands and only two rounds of betting, the best robot was the robot with the essential skills that every poker 11 player learns, practices, and tries to master. It calculated the odds it was playing against, which was essential to its success. But it outperformed the others by deceiving its competitors with strategic bluffs while learning about and adjusting to its competitors' style of play. It won 89% of the hands it played, and earned $432,000. See Larkey at 601, table 2. A substantial number of other studies—including every study ever to have addressed the issue—reach the same conclusion as Professor Larkey.

● Noga Alon, Poker, Chance and Skill (attached as Ex. E.). Professor Alon provides a detailed analysis of several simplified models of poker in order to allow a precise mathematical analysis. Though simplified, these models capture many of the main properties of sophisticated poker play. The article concludes that skill is the major component in deciding the results of a long sequence of hands because knowledge of hand probabilities is a learned skill fundamental to determining and implementing an advanced strategy; and an advanced strategy will earn more than a strategy of an unskilled player in the long run. As the common practice is to play many hands, the conclusion is that poker is predominantly a game of skill.

● Laure Elie & Romauld Elie, Chance and Strategy in Poker (Sept. 2007) (unpublished manuscript, attached as Ex. F). The Elie study expands on Professor Alon's work by testing its hypothesis not on a simplified version of poker, but on games with 2 or 4 players (up from Alon's two-player model), with or without blind betting, and with constant or variable stakes. Using computer simulation, Elie & Elie confirmed that the quality of a player's strategy—the skill with which the player plays the game—has an overriding influence over the game's outcome.

● Abraham J. Wyner, Chance and Skill in Poker (Apr. 2008) (unpublished manuscript, attached as Ex. G). Reviewing the Alon and Elie & Elie studies, Professor Wyner concludes that both studies accurately described a salient fact about the game of poker: a skilled player who can calculate the odds and bet and bluff on that basis has a substantial advantage over players who lack these skills.

● Peter Borm & Ben van der Genugten, On a Measure of Skill for Games with Chance Elements (1996) (attached as Ex. H). In order for laws restricting games of chance to be sensibly applied, Borm and van der Genugten argue that some threshold level of skill must be established beyond which games cease to be games of chance and become games of skill. They developed a scale by which a game of pure chance ranks "0" and one of pure skill ranks "1," and then sought to rank a series of games on that scale. For a "0" game, a the odds of a beginner winning are the same as those the most advanced player winning; in a "1" game, the most optimal player can always win. Blackjack, considered a game of chance, is ranked 0.16. Based on their mathematical model, the authors conclude that an extremely simplified "poker" game, with three players playing with only four 12 cards, valued at 10, 20, 30, and 40, has a skill level more than double that of blackjack.

● Rachael Croson, Peter Fishman & Devin G. Pope, Poker Superstars: Skills or Luck? 21 Chance, No. 4, 25-28 (2008) (attached as Ex. I). The authors compared data from 81 poker tournaments and 48 Professional Golfers' Association Tournaments in an effort to determine whether the success achieved by the elite poker players—individuals who have finished in the top 18 of at least one highstakes Texas Hold'em tournament—is due to skill or luck. Analysis of the data led the authors to conclude that poker seems to involve a significant amount of skill because success in a given tournament can be predicted based on past success in tournament play. The authors also found that there are quantifiable skill differentials between elite poker players which are similar to skill differentials between comparably elite golfers.

● Gerard Cohen, Consultation on Professor Alon's Poker, Chance and Skill (unpublished manuscript, attached as Ex. J). Professor Cohen confirms the validity of Professor Alon's conclusions. According to Cohen, players must adapt their strategies to the number of players (by betting less often and with a hand that is stronger as this number increases). Moreover, the skilled player must take into account in his or her strategy the position and the order of players around the table. The importance of using these skills in real poker play, which is even more complex than in Alon's case studies, leads him to the conclusion that skill is predominant in determining poker outcomes.

● Zvi Gilula, Expert Opinion (unpublished manuscript, attached as Ex. K). Professor Gilula concludes that winning a poker tournament is depends significantly more on the participants' strategic capabilities and understanding than on luck. He notes that players must learn to: evaluate, within a predetermined interval of time, the strength of the hand that he holds in each stage of the game; mask his own strategy; evaluate his opponents' strategies; and translate the insights which arise from using these other abilities into a rational decision making policy. The effect of these abilities is that the probability for an insightful player with strategic skills to win a poker tournament, when playing against a player who does not have these skills, is much higher than 50%.

● Paco Hope (Cigital Inc.) & Sean McCulloch, Statistical Analysis of Texas Hold'Em (Mar. 4, 2009), supra. Hope and McCulloch examine 103 million hands of a particular poker variant—Texas Hold' Em—played on PokerStars. For each hand analyzed, they ask whether the hand ended in a showdown, and if so, whether the player with the best two cards won the hand. They conclude that in the majority of cases – 75.7% of the time – the game's outcome is determined with no player seeing more than his or her own cards and some or all of the community cards. In those hands, all players folded to a single remaining player, who took the pot. In the remaining 24.3% of hands that go to a showdown, where cards are revealed to determine a winner, only 50% are won by the player who, had everyone stayed in the game, would have held the winning hand. The 13 remaining hands are won by a player with an inferior hand, because the player with the best hand folded. From this, the authors determine that the winner in a majority of games is determined by something other than randomly drawn cards.

● Kyle Siler, Social and Psychological Challenges of Poker, Journal of Gambling Studies (Dec. 25, 2009) (attached as Ex. L). After discussing the challenges of poker, Siler observes the effects of various strategies on win rates, and concludes that certain strategies work with varying degrees of success depending on the skill of other players in a game and the stakes played for. Siler also observes that a high rate of hands won correlates negatively with the amount of money a player wins, particularly in lower stakes games, because the players in those games tend to "overweight frequent small gains vis--vis occasional large losses." Siler's research at least implicitly—and indeed, fairly explicitly—reveals something similar to the other studies cited here: different strategies produce can produce substantially different outcomes, something that would be relatively surprising in a game dependent heavily on chance.

The number of identifiable skills required to excel at poker and the simulations and studies just discussed all predict that, in real life, the more skilled players will win. In fact, that is what actual poker play makes clear. The best poker players beat other poker players as often as the best golfers beat other golfers, if not more often. It is true that poker has a "random device" (see Larkey at 597) that introduces short term uncertainty into each hand, but over time the randomness of the cards evens out and all players eventually get the same share of good and bad hands. Their results differ based on how skillfully they play those hands.

A striking example of the limited role that the cards play in determining the outcome of poker matches may be found in the recent story of Annette Obrestad, a 19-year-old poker prodigy who beat 179 other players—without looking at her own cards (except one peek on one hand). See Shawn Patrick Green, Online Poker: Interview With Annette 'Annette_15' Obrestad, 14 (Aug. 12, 2007). FN 5, last accessed Feb. 9, 2009. Obrestad's feat shows it is the player's skill rather than the deal of the cards that determines the outcome of poker play.. FN 6 This example also refutes the conclusion that the "chance" of what a player is deal as initial hole cards has a substantial affect on outcome; it cannot affect someone who never looks at them.

The same result is demonstrated by comparing the results of recent golf and poker tournaments. In the 25-year period beginning with 1976 and ending in 2000, 21 different players won the World Series of Poker. One player won three times in that span (Stu Ungar), and three more players won twice (Johnny Moss, Doyle Brunson and Johnny Chan). Three of these repeat winners won back-to-back wins in consecutive years (Brunson, Ungar and Chan). Fourteen of the twenty-one were "repeat finalists" who finished among the top ten in one or more of the other tournaments.

In the same period, there were twenty-two different winners of the PGA Championship, and three multiple winners. Only Tiger Woods won back-to-back titles. Fifteen of the twentytwo champions made it into the top ten in another Championship. These numbers confirm that poker requires as much skill as golf to win consistently. Accord Croson, Fishman & Pope, supra, at 14. Two recent legal analyses reached the same conclusion. See Anthony Cabot & Robert Hannum, Poker, Public Policy, Law, Mathematics, and the Future of an American Tradition, 22 T.M. COOLEY L. REV. 443 (2005) (conducting Texas Hold 'Em simulations to determine that skilled opponents beat unskilled ones); Michael A. Tselnik, Check, Raise, or Fold: Poker and the Unlawful Internet Gambling Enforcement Act, 35 HOFSTRA L. REV. 1617, 1664-65 (Spring 2007).

In sum, there can be no comparison between poker and a quintessential game of chance, like a slot machine, which has "an outcome that is decided solely by the circuitry of the machine that was programmed into it when its software was created. . . . [T]he player has no ability to affect the outcome of the game other than playing the game enough times that the laws of probability, and the pre-programmed circuitry, will allow him to win something at some point." People v. Delacruz, 872 N.Y.S.2d 876, 880 (N.Y. City Crim. Ct. 2009). Poker is not a game of chance.


As noted above, the common test for whether an activity is gambling or not is whether chance or skill predominates in determining the outcome of the activity. A minority of states apply a variant of this test asking whether chance plays a material or significant role in determining that outcome. For all of the reasons just stated, under any of these tests, poker is not gambling. Certainly, as the Pennsylvania decision cited above squarely held, skill predominates over chance in determining poker outcomes. See Dent, slip op. at 14.