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?
That's following the old saying strike while the iron is hot, but it does not apply to gamble in gambling once you win a big amount, and you continue to play there's a tendency that you will lose because you are focused on trying hard to recover your losses and winning more.
We all know that gambling is a game of luck and when you're looking for luck most of the time it will not favor you, the house edge will always beat you, and you can only continue playing if you're here to have fun and don't care about your losses, because the house edge will always play out.
In gambling, you need to know your limitations, and you need to moderate your greed, never think that it's your lucky day and you can play all the way and recover all your losses, many have tried and lost their winnings.