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Reason #1 why the Wizard likes Bovada: Excellent customer support The thing that separates Bovada from the rest is its customer support. Many other online gaming companies outsource their support. It can be difficult getting a response from them, and if you do it is often slow and handled by somebody with little understanding of gambling or even of English. But Bovada’s support is handled by Bovada, and their support staff is actually knowledgeable and helpful. I’m so confident that you’ll have a good experience with Bovada that if you have a problem getting paid and you can’t resolve it with them on your own, I’ll talk to them myself. I personally have known the Bovada management for about three years and always found them to be professional, friendly, and knowledgeable. I have also personally visited one of their call centers so I could see first-hand how they handle customer issues. (More on my mediation service.) If you have a problem with any other casino besides Bovada, I can’t help you. I get complaints from players of other online casinos every day who have difficulty getting paid. However that isn’t my job nor my problem. If you play at Bovada after clicking through my site I’ll stand behind you 100%. Any place else and you’re on your own. |
Ask the Wizard #233Edition Date: Jul 6, 2009 I’m a tabletop gamer, and was having some discussion with my friends about non-cubical platonic solid dice (If you’re a big enough nerd, that means d4, d8, d12, and d20). They argued that those would be the only ones that would be demonstratively fair. I argued that manufacturing them to be fair would be entirely too difficult. Also, the only games would be craps variants rendered overly cumbersome due to the number of extra outcomes. Has any casino ever had a game that used non-traditional six sided dice? |
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as well. If you limit yourself to the regular polygons, and want every face to have the same probability, then you are limited to the platonic solids. However, if you can lift the regular polygon requirement, then you can add the 13 Catalan solids
as well.
To answer your other question, no, I have never seen a game actually in a casino that used any dice other than cubes. About ten years ago I saw a game demonstrated at a gaming show in Atlantic City that I think used a Rhombic triacontahedron
, one of the Catalan solids, but I don’t think it ever made it to a casino floor. There is a game I see year after year at the Global Gaming Expo that uses a spinning top (like a dreidel), but alas, I’ve never seen that in a casino either.
by Gregory Baer, the odds of a hole in one on a par 3 hole in the PGA tour is 1 in 2491. I believe those distances fall in the par 3 range. A 1 handicap is darn good, so I’m not going to give much of a discount compared to PGA Tour players. Let’s say your son’s probability per par 3 hole is 1 in 3,000. A typical gold course will have about four par 3 holes. Let’s say your son plays every day. That would be 28 par 3 holes a week. The probability of making exactly two hole in ones would be combin(28,2)×(1/3000)2×(2999/3000)26 = 1 in 24,017.
Morally, you should follow your own conscience. You have to live your own life. That said, I think most players, including me, would be okay with increasing the bet in that situation. For one thing, game security is not the player’s job. For another, the casinos take advantage of, if not rely on, player mistakes. For example, consider the big 6/8 bet in craps. The casinos have no compunction about accepting a bet on that, when the place bet on 6 or 8 pays on exactly the same thing, but has better odds. See if you are offered forgiveness if you foul your hand in pai gow poker, even if the correct setting is totally obvious.
If it happens again, don’t get too greedy, and act nonchalant. If you suddenly go from a $10 to a $500 bet, it will set off all kinds of red flags. A good dealer would realize why, and ultimately the bet would not be accepted, or a card would be burned.
The following table shows for each initial hand the pre-double win, pre-double probability, number of doubles required, post-double win, and probability achieving the post-double win, including the $250 bonus. The lower right cell shows a return of 115.5%. You will get a jackpot every 297 hands on average, with an average jackpot of $1,717.46.
| 8-5 Triple Bonus Return Table with $250 Bonus for Wins of $1,200 or More | ||||||
| Pre-Double Win | Pays | Pre-Double Probability | Doubles Required | Post-Double Win | Post-Double Probability | Return |
| Royal flush | $4000 | 0.000026 | 0 | $4250 | 0.000026 | 0.02193 |
| Straight flush | $500 | 0.000118 | 2 | $2250 | 0.00003 | 0.013322 |
| 4 aces | $1200 | 0.000235 | 0 | $1450 | 0.000235 | 0.068227 |
| 4 2-4 | $600 | 0.000542 | 1 | $1450 | 0.000271 | 0.078557 |
| 4 5-K | $250 | 0.001629 | 3 | $2250 | 0.000204 | 0.091637 |
| Full house | $40 | 0.010546 | 5 | $1530 | 0.00033 | 0.100842 |
| Flush | $25 | 0.011055 | 6 | $1850 | 0.000173 | 0.063913 |
| Straight | $20 | 0.012738 | 6 | $1530 | 0.000199 | 0.060902 |
| 3 of a kind | $15 | 0.075542 | 7 | $2170 | 0.00059 | 0.256136 |
| Two pair | $5 | 0.123065 | 8 | $1530 | 0.000481 | 0.147101 |
| Jacks or better | $5 | 0.211575 | 8 | $1530 | 0.000826 | 0.252898 |
| Total | 0.447071 | 0 | 0 | 0.003364 | 1.155465 | |
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