Hi guys. Someone will explain to me why gamblers have such a strange logic: if a gambler has received a huge multiplier, then he will not withdraw this money. And he will continue to play, saying, "if I'm so lucky, I'll be lucky again now."
But according to the laws of mathematics, the chance of such luck becomes much less, doesn't it?
Gamblers think that the more they gamble, the higher their chance will be to win jackpot. Think about it, as you try something over and over again, you expect that you'll get what you wanted to get or you'll do what you wanted to do. That's why gamblers think that the more they gamble, higher will be their chance to win and that's why they also think that if they are lucky right now, they'll be lucky till the end of the day. According to math, the probability of winning doesn't increase after losing, instead, it decreases.