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?
Everyone has a greedy nature, and is dissatisfied with what they have got, so most gamblers who have won are likely to continue playing by increasing the amount of their bets which could result in them losing the winnings they have earned as well as their capital. what they are betting on, because the winnings they have obtained are a lure or bait given by the gambling company to convince them of gambling which can provide very big wins which can even change someone's life even if the winnings they have obtained are lost and also their capital is also lost, but chances are they will tell their friends that the site they played on was good, and also maybe when they lost their winnings they at least thought they could get their winnings back if they gambled again.
but this is the opposite, where luck doesn't seem to last long for someone, so if they have won, it's best to cash in the winnings they've gotten or at least cash out some of the winnings with the amount of capital they initially deposited, that way even if they lose their winnings At least the capital they bet at the beginning is still safe and has not been reduced.