You keep increasing your bet one unit on each loss, you'll get to your max soon enough, and you won't get corresponding wins to bring your bets back down. I suppose that means you could rack up an unusual amount of losses in a row before even getting one win. It also has a horrible house edge unless you are taking odds on the line. I would still be curious about the math on it, even if it is all bogus thinking. So knowing that you can bust at level 22, which is where you will not be able to catch back up from previous levels, does the D’Alambert system work better here since it is a true 50/50 game? What would the house edge be or maybe better what would my risk of ruin be (as a percentage)? Is this a better way to gamble vs just a Don’t pass 48/52 style game that pays 1:1 using the same D’Alambert system? Or is this just another lesson in house edge is always the same, no system will ever dent it, just flat bet and have fun. If you buy the 4 and 10 for 5%, starting at level 4 ($20 bets), then you could make it to level 22 before your winnings from that level would no longer pay for the last level. When i calculated how many levels (at $5 dollar table, so starting at $5 dollar bets and $5 dollar units), before you would not get payed more than what you played the last level, I only got to level 11.

6 ways to roll a 4 or 10 vs 6 ways to roll a 7. The closest being BlackJack at its best with a 49.5/50.5 game paying 1:1 and if I look at craps on the just the Don’t Pass its ~48.5/51.5 paying 1:1.īut what if it was a true 50/50? Am I wrong to think that if you only played 4 and 10 place bets with them always turned on, would that not be a true 50/50 game. I am assuming the D’Alambert over time does not work because there is no true 50/50 game in the casino that pays1:1. However I want to look at the D’Alambert betting system and a true 50/50 game but that does not pay 1:1. I know from reading your website that betting systems do not work, they don’t even dent the house edge. I was hoping you might consider my question.

However, I would still like to know the math. And based what I read in the forum rules, since this is a betting system, this is where I need to post this question and face the ridicule.

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