I think I remember zg mentioning something about how the "bad" Lucky Ladies game cannot be beaten. Given the following payout table, is this game beatable, and is there some sort of analysis confirming the advantage point (if there is one)? Granted I know nothing, but it seems with the count being high enough, it is technically beatable, but I would also assume that with the reduced payout table those super high counts wouldn't come along often enough to every play. Anyway here's the table:
Hand
Pair of queens with dealer BJ 250 to 1
Pair of queens 25 to 1
Ranked 20 9 to 1
Suited 20 6 to 1
Any 20 3 to 1
Non-20 -1 to 1
Hand
Pair of queens with dealer BJ 250 to 1
Pair of queens 25 to 1
Ranked 20 9 to 1
Suited 20 6 to 1
Any 20 3 to 1
Non-20 -1 to 1