Slot Machine players know that this game more than on the ability depends on the case or luck. However, you want to call it, in fact it is represented by an ARG -based computer software, a random numbers generator.
'But how many possibilities are there that a winning combination appears on the rollers?'
Often the players are asking for it, but then they are satisfied with taking a look at the value of the RTP. This actually represents an important indicator of the generosity of the slot. In fact, the RTP indicates the percentage of money played that returns to players in winnings. From this value, which is a statistical average, it can only be deduced that on thousands of games, a 97% RTP slot holds 3% by returning the rest. To those who are not known.
So the RTP gives us information but tells us nothing about the probability of winning a slot. Another value, volatility, can suggest if a slot will tend to pay more or less frequently, premiums more or less substantial. Depending on whether it is high or low, volatility helps us to understand if a slot is more or less risky. Here too we are not in the context of probability, on which, to have answers, we must resort to mathematics. Laws How to choose a slot machine.
How to calculate the probability of winning machine winnings
Only a mathematical calculation can reveal the probability of winning a slot machine. In fact, all the others Systems to win at slots They are not guaranteed. Let's start with a simple example. We consider a slot with only 3 rollers, of which each is made up of 20 symbols. Here the possible combinations will be given by the multiplication of the numbers of symbols on a roller, high at 3. The calculation is 20 to the cube: 20 x 20 x 20 = 8000.
These are all possible combinations in this type of slot. But we haven't calculated the probability of winning yet. Suppose we want to calculate how probable a combination of three equal symbols is.
Suppose we want to calculate how probable a combination of three equal symbols is. Let's imagine we want Calculate the probability with a symbol present only once on each roller, a golden bell The probability of obtaining this combination is calculated with the following 1/20 operation to the cube: 1/20 x 1/20 x1/20. The result is 4000, therefore The possibility that a combination of 3 gold bells is 1 out of 8000.
If one of the rollers had not 1 but 2 gold bells, our probability would double: 1 out of 4000. In this way, knowing how many symbols there are on the coils, and how many times they appear, it is theoretically possible to calculate the probability of the different combinations.
From mathematics to reality
But we leave the theoretical world of mathematics and return to the real world. Just take a look at the online slots to understand that applying this type of calculation can put anyone in difficulty. In today's online casinos we find no simpler three -cooled slot machines. The simplest thing is to choose one of the Online slot paying the most.
'The rollers are at least 5, the symbols have multiplied, and the winning combinations are many, sometimes more than 250. How is it possible to calculate the probability?'
Not to mention the role of special symbols, which complicate everything, making further and unpredictable winning combinations appear.
Not going into very complicated calculations, we can say that the presence of only one extra roller already increases the possible combinations. For example if we consider A slot with 4 rollers instead of 3, and 20 symbols on each roller, we will have 160,000 possible combinations instead 8,000!
If all these numbers make you headache, perhaps it is better not to persist in wanting to know the probability of winning a Slot machine online Also because despite knowing it, our winning possibilities are always linked to the work of the ARG. It will be more useful to collect information on RTP and volatility to find the most generous and most suitable slot to our game mode.