![]() Tl dr So basically, is there some way to use math to optimize the side bets? Sorry if its as simple as "It doesn't matter what ratio you bet in, just bet whatever. So to me, that side bet strategy seems strictly inferior? So then, I would be on a timer to get 4 card flushes to stay alive. Losing $10 each time they didn't qualify. On the 5 card flush 3 card straight flush, sure I would pay $30 and profit twice as much, but if I won a three card flush, even if the dealer did qualify, I would only break even. Not only that, but if I won a three card flush hand, even if the dealer doesn't qualify, I would break even.Ĭompare that with betting $10 on each. (My casino pays 9 to 1 on a 3 card straight flush as opposed to the normal 7 to 1?) So I would need to lose 6 hands before I would be at a loss with that strategy. Like, that hand would cost $20 but profit like $125. Like, I am racking my brain trying to figure out how many hands I would need to lose if I started off with like, a 5 card flush and three card straight flush and bet the minimum on all three. I am planning on playing again this weekend and was curious what the optimal side bet strategy was? ![]() So I won almost 2k on my first time playing high card flush through sheer luck getting a 6 card flush and 4 card straight and betting $10 on each side bet and the minimum ante. I explain it a bit too thoroughly below, but just wanted to think through it again. Using value chips purchased at the casino, each player may place an initial bet in accordance. Hello, I'm new to gambling and had a simple question. The maximum number of players at a High Card Flush table is six.
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