Essential Terms and Concepts for Optimal Play Strategy
Understanding video poker terminology is fundamental to developing and implementing optimal play strategies. This comprehensive glossary covers the key terms, mathematical concepts, and gameplay mechanics you need to master the game.
The schedule displayed on a video poker machine showing the payout amounts for each winning hand combination. Pay tables vary significantly between machines, directly affecting the return percentage. A "full pay" machine offers the highest theoretical return, typically 99.5% or higher for skilled players. Understanding pay table variations is crucial for optimal machine selection and hand selection strategy.
The theoretical percentage of wagered money a machine returns to players over time with optimal play. Video poker machines typically range from 95% to 99.5% RTP depending on the pay table and variant. This long-term mathematical expectation assumes perfect play according to optimal strategy charts. Even small percentage differences compound significantly over thousands of hands.
Cards you choose to retain after the initial five-card deal. Selecting which cards to hold and which to discard is the player's only decision point. Optimal hold decisions are determined by comparing the expected value of each possible discard combination. Strategy charts provide guidelines for holding cards based on current hand strength and potential improvements.
The average amount a particular decision will win or lose per unit wagered over the long term. Optimal strategy always selects the hold combination with the highest positive expected value. Even seemingly small EV differences (like 0.05 coins) become significant over thousands of hands. Understanding EV calculations is essential for strategy chart development.
The highest-ranking hand in poker: an ace, king, queen, jack, and ten all of the same suit. Video poker machines typically pay 250 coins or more for a royal flush on maximum bet. Due to the significantly higher payout, the royal flush probability influences strategy decisions throughout the game. A "progressive" machine increases the royal flush payout over time.
A card that completes a hand without contributing to the hand's primary value. In video poker, kickers become important in strategy decisions—for example, whether to hold a low pair or break it for higher cards. Optimal strategy carefully evaluates kicker quality when deciding between incomplete hands of similar strength.
A ranked list of all possible poker hands, ordered by expected value for a specific pay table. Strategy charts tell players exactly which cards to hold for maximum long-term returns. Different pay tables require different strategy charts due to varying payout structures. Professional players memorize or reference strategy charts for every machine they play.
Four cards of the same suit, requiring one more card to complete a flush. The decision to hold a four-flush versus other hand combinations depends on the probability of completing it and the resulting payout. Strategy charts provide specific guidance on when four-flush holds are optimal based on the pay table and current hand composition.
Four cards to a straight with one missing card in the middle sequence. For example: 6-7-9-10 (missing the 8). Inside straights offer lower completion probability than open-ended straights. Strategy charts typically recommend inside straight holds only in specific circumstances with favorable pay tables and hand combinations.
Four consecutive cards where either end can complete the straight. For example: 6-7-8-9 (can be completed with a 5 or 10). Open-ended straights offer superior completion odds compared to inside straights. Optimal strategy typically favors open-ended straight draws over weaker hand combinations.
Two cards of identical rank. In video poker, pairs are valuable holdings that guarantee a minimum payout. Pair strategy involves decisions about discarding kickers versus attempting to improve. Low pairs (twos through sixes) and high pairs (jacks and above) have different strategic values depending on the pay table.
The practice of allocating and managing your gaming funds to maximize longevity and minimize risk. Proper bankroll management involves sizing bets appropriately for your total funds and the machine's volatility. Video poker requires sufficient bankroll to weather variance while pursuing optimal strategy. A typical recommendation is 300-500 times the maximum bet.
The fluctuation in results around the expected long-term average. Video poker has different volatility levels depending on the pay table. Higher volatility machines offer bigger payouts for premium hands but lower frequency of wins. Understanding your machine's variance helps establish realistic expectations and appropriate bankroll sizing for your risk tolerance.
The mathematical advantage casinos maintain over players, expressed as a percentage. With optimal play, video poker has some of the lowest house edges in the casino, sometimes below 1%. House edge varies significantly based on pay table selection and strategy implementation. Even expert players cannot overcome fundamental game mathematics over extended play.
The mathematical likelihood of specific outcomes occurring in video poker. Understanding probabilities helps evaluate strategy decisions and manage expectations. For example, the odds of being dealt a royal flush are approximately 1 in 649,740. Calculating probabilities for various hand completions is essential for optimal strategy development.
Choosing machines based on favorable pay tables that maximize return percentage. A "full pay" machine in one variant can significantly outperform a "short pay" machine of the same type. Professional players actively compare available machines and select those offering the best mathematical odds. Pay table quality directly determines your long-term expected results.
Video poker combines elements of chance and skill, requiring both mathematical knowledge and disciplined decision-making. Optimal play strategies are based on extensive computer analysis and probability calculations. However, understanding these concepts is only the first step—consistent application of strategy is essential for achieving theoretical return percentages. Always remember that gambling involves risk, and no strategy can guarantee profits.
The information provided in this glossary is for educational purposes to help players understand video poker mechanics and strategy concepts. Actual results vary based on luck, machine selection, and strategy adherence. Players should approach video poker with realistic expectations and responsible gaming practices.