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?
People are often seeing, I have x and the higher the multiplier means I could have x multiplied by y. It is driven by pure greed, let's be frank, and is what keeps casino and bookmakers in business. Everyone tries to beat the bookmaker, but it's one of the oldest professions around and with a bit of basic knowledge can be very profitable. A lot of gamblers also aren't interested in the math or may simply not be able to comprehend the magnitude of odds against them. It's why parlays/multibets are so profitable, because not only do bookmakers knock down the odds but string together multiple high odds makes the chances a player will lose exponentially higher. So yes, everyone should try to refine and understand the basic math involved in games.