Here's the catch - players must bet the '6 card bonus' spot and get a 6 card SUPER Royal Flush of diamonds.
Question: What is the probability of getting such a hand? I assume it's equilivant to winning PowerBall or MegaMillions (195 Million to 1 and 175 Million to 1, respectively). thanks!
=combin(52,6) = 20,358,520Quote: gnobile0711Caesars Entertainment (all Las Vegas properites only) are now offering 3 Card Poker with 6 card bonus and a chance to win $1 Miillion.
Here's the catch - players must bet the '6 card bonus' spot and get a 6 card SUPER Royal Flush of diamonds.
Question: What is the probability of getting such a hand? I assume it's equilivant to winning PowerBall or MegaMillions (195 Million to 1 and 175 Million to 1, respectively). thanks!
Quote: DocThat sounds like a house advantage of about 95.1%. Didn't someone say that there is a regulatory limit on the edge in Nevada, or is that just for slots?
Doc, they include other payouts as well, for other permutations of hands. I believe that 24% is the max' edge allowed on the side-bets.
Quote: SwitchDoc, they include other payouts as well, for other permutations of hands. I believe that 24% is the max' edge allowed on the side-bets.
Thanks for the clarification. I just interpreted the part saying, "players must bet the '6 card bonus' spot and get a 6 card SUPER Royal Flush of diamonds" as being what must happen to win. It didn't seem reasonable, but I didn't see any explanation.
Here's the payouts:
6 Card Bonus Hand | Payout |
---|---|
6-Card Super Royal - Diamonds | $1,000,000 |
6-Card Super Royal - Hearts | $100,000 |
6-Card Super Royal - Spades | $100,000 |
6-Card Super Royal - Clubs | $100,000 |
5-Card Royal Flush | 1000 to 1 |
5-Card Straight Flush | 200 to 1 |
Four of a Kind | 50 to 1 |
Full House | 20 to 1 |
5-Card Flush | 15 to 1 |
5-Card Straight | 10 to 1 |
Three of a Kind | 5 to 1 |
Note that the 6 card hands pay fixed amounts.
Would not a player actually have to have a $30 bet to be eligible ??
Quote: buzzpaffThe 6 Card Bonus™ side bet on Three Card Poker gives players the chance to win $1 million with a total wager as small as $15 if they hit a Super Royal in Diamonds: 9, 10, J, Q, K, A.
Would not a player actually have to have a $30 bet to be eligible ??
$10 ante + $5 bonus bets, with the bonus paying regardless of whether or not the additional $10 "play" wager is made?
Hand | Pays | Combinations | Probability | Return |
---|---|---|---|---|
6-Card Super Royal - Diamonds | 200,000 | 1 | 0.00000005 | 0.00982390 |
6-Card Super Royal | 20,000 | 3 | 0.00000015 | 0.00294717 |
5-Card Royal Flush | 1,000 | 184 | 0.00000904 | 0.00903799 |
5-Card Straight Flush | 200 | 1,656 | 0.00008134 | 0.01626837 |
Four of a Kind | 50 | 14,664 | 0.00072029 | 0.03601441 |
Full House | 20 | 165,984 | 0.00815305 | 0.16306097 |
5-Card Flush | 15 | 205,792 | 0.01010840 | 0.15162595 |
5-Card Straight | 10 | 361,620 | 0.01776259 | 0.17762588 |
Three of a Kind | 5 | 732,160 | 0.03596332 | 0.17981661 |
All other | -1 | 18,876,456 | 0.92720178 | -0.92720178 |
Total | 20,358,520 | 1.00000000 | -0.18098054 |
If the pay table were revised to add a 6-card flush paying 75 and to up the payout of the Four of a Kind to 100 (or 150), I think that would give a house edge of 11.97% (or 8.37%). That's getting closer to what I would expect for side bets that actually get played. But then, I'm not a game designer.
I don't recall whether you could make just the ante and 6 card bonus bets, or whether you also had to make the pair+ bet. But I lean towards the latter. So at a $5 table you'd lay $15 to $20 per hand