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In order to understand the game, you should know a few determinants, the main of which is the EXPECTED VALUE. It is the sum of the products of all possible values of a random variable by the probabilities of those values (it’s pretty simple, if you think about it). Often the mathematical expectation is simply called the mean value. For gambling, the mathematical expectation means the outperformance, which is expressed as the ratio of the average win/loss to the value of the initial bet. The mathematical expectation of each individual pattern is the average gain/loss on these cards player. Actually the sum of mathematical expectations of all possible dealing is the total mathematical expectation of the game.
At the same time mathematical expectation is not a ratio of the average loss to the total amount of money placed by the player on the table, as in some games, for example, blackjack or poker, a player can raise his bet after the cards are dealt. Additional raises are not included in the mathematical expectation of the game/layout when determining the INITIAL BET, but they increase the risk. For comparison of different games by this parameter another value is used – ELEMENT OF RISK. The Risk Element is the ratio of your average win/loss to the total amount of money on the table as a bet. This value also allows you to evaluate and compare different games against each other in terms of their profitability and riskiness.
The reason why the casino’s overweight is calculated relative to the initial bet rather than the average bet is that if, for example, a player knows his overweight in a given game is 0.1%, he can determine that the average win for each $100 bet will be 0.10 cents.
There is also such a concept as STANDART DEVIATION – a value characterizing the fluctuations of the pot when playing a given game. As a rule it is used to determine the probability that the result of a given playing session will be within certain limits. Standard deviation of final result after N bets is a product of standard deviation for one bet and square root of the number of made initial bets in a given playing session. This is under the assumption that the value of the bet is always constant. The probability that the outcome of the session will be within 1 standard deviation of the mathematical expectation is 68.26%. The probability that the outcome of the session will be within 2 standard deviations is 95.46%. The probability that the outcome of the session will be within 3 standard deviations is 99.74%.
These notions are used by everyone who treats gambling as a business. They also affect those who ignore mathematics. And the less a person associated with gambling pays attention to the mathematics of games, the less chance he has of winning. If you want to try out these strategies, you first need to find a reliable casino with a wide range of games. At https://slots-online-canada.com/ you will have that opportunity. This rating will help you find the most popular casinos and choose among them a suitable option.