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I ran a quick simulation assuming that the banker and the player both start with $100 and the game ends when either party gets to $0. It seems like the break-ev
by thescriptkiddie 11y ago
I ran a quick simulation assuming that the banker and the player both start with $100 and the game ends when either party gets to $0. It seems like the break-even entry fee is somewhere around $5.50, anything higher and the player almost always loses first. If the banker has more money than the player, it only makes the possibility of the player winning smaller. And even if the player has more money than the banker, they may have to play hundreds of games to come out ahead. This game doesn't seem very fun.
- morgante 11y ago> I ran a quick simulation assuming that the banker and the player both start with $100 and the game ends when either party gets to $0. Why are you modeling it that way? Nothing in the game requires that a player spend the bank to $0.