Players can find out about the betting return rate (RTP) with the help of payout tables, which contain information about the characteristics of slots on online casino sites. This indicator is measured in percentages and is laid down by the manufacturer of the gaming software. The chance of making a profit increases with the increase of the level. However, this is only valid in the case of playing on a long distance. In addition, use working strategies that increase the probability of winning if you hope for a steady income.

Tips for beginners on how to win at casinos: how to win the lottery or roulette. The problem is this:

• A bet is placed on a particular cell or number;
• The variance increases when rare events occur in the game.

Beginning gamblers mistakenly believe that roulette is the game that brings the biggest wins. However, this is not the case. Think about it: the wheel is divided into 37 cells with numbers from 0 to 36. There is a probability that you will lose 36 out of 37 cases if you bet on only one of them.

Mathematical benefit

The rules of almost all gambling games stipulate a mathematical advantage to the casino of between 1% and 30%. But you can beat the gambling establishment if you play the machines with the right strategy. Adventurous gambling is a game where you can achieve this result. Poker and blackjack are among them.

By rigorously following a strategy based on probability theory, you can gain an edge over the casino.

What methods are used to achieve a positive mathematical expectation (MO) when playing slot machines? You can win a large amount of money at a casino with a good bonus policy. At the same time, you can get it legally with the help of welcome bonuses.

Let’s assume that the user decided to play for real money at Slotsvader. He can get a €100 bonus with a wager of ×35. Hence, he has to spend €3,500 on games. Only video slots have an RTP of 96%.

Now we calculate the mathematical expectation. What mechanism can provide zero MOE? With a €3,500 bet, the player will lose €100. A value of 2.86% corresponds to this value (100 ÷ 35 = 2.86 + 97.14). In other words, when wagering a bonus with a wager of ×35, any games with an RTP greater than 97.14 will result in a positive MO.

Dispersion: The term “volatility” or “variance” comes to casinos from probability theory and is used to describe the mathematical deviation from the MO of a particular event. This indicator shows how risky a slot machine game is.

Volatility and RTP should not be mixed together. Although the level of variance differs significantly from this value, the theoretical betting return for many slots is 96% or more.