The basis for the creation of virtual casinos are standard mathematical rules that allow the institution to receive a constant profit. And in order to clearly explain the system of gambling entertainment for the casino, just enough to have a piece of paper and a pair of dice for dice.
Contrary to the common belief that you need to have a certain baggage of knowledge to develop an effective structure, here is an example of a gambling entertainment for gambling establishment, based only on the theory of probability. The rules of the game will be elementary: the sheet of paper draws special cells with numbering from two to twelve, which each gambler will be betting. Each player has the right to put on one or more values. After these preparatory manipulations it is possible to proceed directly to the game: if we throw two cubes at the same time, we will get the sum of points from two to twelve. If the players guess the result of the roll, they will receive a cash reward. And in the case that the participants do not guess the value - all cash contributions will be redirected to the casino bank.
This scheme is incredibly simple, but there is a fair question about the size of the payout, because then you need to set a certain coefficient, which would be acceptable for the gamblers and profitable for the gambling establishment. In addition, the correspondence of the amounts should attract the gambler, creating the illusion that it is big and easy money. To make accurate mathematical calculations, you do not need complicated projects or formulas, it is enough to correctly calculate the number of game combinations involving one or another number of points. If we are talking about just two dice, this procedure does not take much time or effort. Consider the order from top to bottom:
According to the data given in this table, it appears that twelve points can be obtained from one combination, and seven points from six combinations. Thus, there are thirty-six different combinations, the sum of which can be obtained by squaring the six.
Now it is necessary to make elementary calculations of the probability of falling out a certain value. To do this, divide the total number of combinations by the number of all possible combinations:
It is not very difficult to calculate that the payout ratio of winnings will be the resulting figure of each particular value. If there are no integers, such as 7.2, then round up the value to 7. However, it is worth mentioning that such calculations are carried out according to the principle of fair payout, that is, the gambling establishment and the gambler receive equal chances of winning or losing. Naturally, if a similar equilibrium were in effect in every gambling house, then absolutely each of its visitors would have all chances to leave it with a winnings. But by rounding the value of 7.2 to seven, we have made a slight advantage for combinations with six and eight points.
Usually the casino does not aim to establish a large advantage over the player, which he can quickly determine.
The main goal of a gambling establishment is an income that will allow a quick payback without being noticed by the players. To accomplish this, you need to set a personal percentage, as a rule, it ranges from one to thirty percent. And it does not necessarily have to be fixed for all betting levels. Most often they are expressed in rounded numbers for greater ease of application.
Let's look at an example again. So, first, let's set the average bet at ten percent, thus honestly paying the gamblers 90% of the equal balance. To make the calculations, all previously obtained odds are multiplied by 0.9 and rounded:
That's basically the whole system. Regardless of the size of the bets and the duration of the game, the bank will always make a profit. Thus, dispels all the myths about fraudulent gambling establishments. Casinos do not need to implement hidden methods to cheat customers, they use simple mathematics to calculate their income and the amount of winnings paid to players. At least, the casino I play (I prefer games casino Azart Play), always honest and open.