If only two outcomes out of three coincide, for example, the first and the third, then only one express will play: outcome 1 + outcome 3. Winning by it 113 P. They set 90 $, so the profit was 23 R. When you bet with 먹튀 뉴스 site then the options are there.
If one outcome matches or none matches, the system loses.
By the same logic, larger systems are considered. For example, in the “3/6 system” there should be six outcomes from which we compose possible variants of triple express trains there will be twenty of them.
Fixed games
- First, about the simplest way to take money from the population insider information.
- To understand that this is fraud, not even mathematics are needed.
Imagine: you chat with other fans, argue about the chances of the teams, choose what to put on. And then a stranger appears who claims to know about upcoming match-fixing matches. If you want to bet and win, pay and he will tell everything. For you to believe, it offers the first result for free. Check: today in the match Liverpool Chelsea will win Liverpool.
The Actual Win
He has no idea who will actually win. If it turns out to be Chelsea or there will be a tie well, no luck. The fraudster will leave the chat and in a couple of days will return under a different name. But if Liverpool really wins, then you can trust a stranger. And now the players are already buying from him the results of the next five matches. The thing is done, the fraudster evaporates.
- It seems that only very naive people come across this scam. But try to resist when a lot of money is at stake. In addition, people really believe that there are only agreements around. And if so, someone should know the results.
- If someone knew the results of the agreement, he would bet on it himself, and not engage in retail trade of secrets without registration and SMS.
Underrated odds
To calculate the coefficient, the bookmaker estimates the probability of the event, and then divides the unit by this probability. For example, if he believes that the probability of winning is 50/50, then in an ideal world the coefficient will be equal to two:
k = 1 / 0.5 = 2
If BC was not mistaken with probability, then in our ideal situation, on average, players will remain at zero: half of their bets will double, half will burn. Now attention: we are talking about the masses of players, about tens, hundreds and thousands of people, and not about one single player.
If the chances of the team to win are less than 50%, then the majority of players will win less than half the time and on average they will go negative. If the chances are above 50%, then players will win on average more often than half the time, so the bookmaker will lose money.
