Crown Craps Rules
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Rules and Strategies for Craps
Perhaps you shied away from playing craps because the game looks so daunting. True, at first glance, a craps table layout looks quite confusing. There are a variety of bets that you can make, and everything seems so complicated. Actually the basic game is quite simple and easy to learn.
Craps involves rolling a pair of dice. The player who rolls the dice is known as the 'shooter'. When two dice are rolled, any number between 2 and 12 can come up. Some numbers appear more often than others. For example there are six different ways to roll a 7, but only one way to roll a 2 or a 12. The number 7 has a better than 16% chance of coming up on each roll, whereas there is less than 3% chance of rolling a 2 or 12. Probabilities for other numbers are as follows: 6s and 8s under 14%, 5s and 9s nearly 11%, 4s and 10s almost 8%, 3s and 11s slightly less than 6%.
As you can see 7 is the most frequently rolled number, that’s why the game revolves mostly around that number. The number 7 wins only if it comes up on the come-out roll. If it’ is rolled while the shooter is trying to repeat his point number, the 7 loses, but the point number wins. More about that in a moment.
Craps table layouts at online casinos usually show only one half of the table. In a live casino the second half is exactly the same, making it a bigger table so that more players can join in and place bets.
When a new shooter rolls the dice the first time it’s called the 'come-out' roll. Supposing the shooter rolls a 7, then a 5, that means the 5 becomes the point. The shooter continues to roll the dice until his point number (in this case 5) repeats or he 'sevens-out' (rolls another 7). When either of these things happen, that particular round of play is over. A new shooter makes a new come-out roll.
The game is tracked using a plastic marker. This marker is black on one side, and white on the other. When the marker is turned black side up, it indicates that the shooter is making a come-out roll. After the shooter makes his point, the marker is flipped over, with the white side up, and placed on the number that corresponds to the point.
While this is going on, you can place your first bet. On the table layout you’ll see two lines, one marked 'pass', the other 'don’t pass'. For now we’ll concentrate on the more popular of the two, which is 'pass'. Pass and don’t pass bets are basically direct opposites of each other but carry about the same odds,
To place your bet, simply put your wager somewhere on the pass line. If the number rolled on the come-out is 7 or 11 you win and are paid 1:1. You would then bet on a new come-out roll. If the dice thrown total 2, 3 or 12 (a 'crap'), you lose your bet. If the total is 4, 5, 6, 8, 9 or 10, that number becomes the 'point'.
Let's say you have made a pass line bet and a point of 5 has been established. You may now bet an amount equal to your pass line wager by placing it behind your pass line bet, but outside the pass-line strip. This means an 'odds bet' on 5. If 7 turns up before 5, you lose both bets. If 5 is thrown before 7, you win both bets.
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The odds bet is the best bet you can make in a casino because the house has absolutely no edge. The casino will pay you true odds. For example, if you’ve bet pass line with odds and the point is 10, you will receive a 2-1 payment on your odds bet. The amount you win depends on what the point is, and how difficult it is to roll that point number. (See the percentages in an earlier paragraph.) On points of 4 or 10 the pay-off is 2 to 1, on points of 5 and 9 it's 3 to 2 and on points of 6 or 8 you get 6 to 5.
Now you know the most favorable and most popular bets you can make in Craps. The casino edge on a pass line with odds bet is less than 1%. There are many other types of bets, most of which have too great a house advantage. For now stick to what you’ve learned here. You will get to know about the 'sucker' bets soon enough.
How To Win At Craps:
Here is my formula for winning at craps: Set your perimeters. Decide in advance how much of a bankroll you're willing to risk and how big a win you'd be happy with.
Personally, my aim is to win an amount equal to what I start with. If I buy-in for $50, I will quit when I've doubled my stake or lost it. With my objectives clearly defined, I can not get into a situation I might sorely regret later. Whether the session ends positive or negative, I take an extended break before trying again.
In craps, as in most other games, if you want to win big money, you have to risk big money. There is probably no way around this fact. But, as a smart gambler you don't make large bets with the money you brought to the table. Keep your wagers small until you can bet back what was the casinos money -- your winnings.
Start cautiously, wager no more than the minimum unit required. When you win, bet two units. Win again, risk three units. If you win a third time, bet five units. Then stay at that level until you lose. Revert back to the table-minimum after a loss. This assures that you risk only your winnings in pursuit of larger gains, while making your own, original bankroll last as long as possible.
Don’t risk more than your predetermined stake. Conversely, once you've reached what you set out to win, cash in and pat yourself on the back for being so smart!
Good Luck!
The Banker makes his profit when a double or treble appears, but what proportion of singles/double/trebles can he expect?
To work out these chances, we imagine the three dice landing one at a time.
For a single (i.e. all the dice to land differently), the first dice can be anything. The chance of the next dice being different is 5/6, and the chance of the third dice being different from the first two is 4/6. Therefore the chances of the dice all landing differently are 1 x 5/6 x 4/6 = 20/36. The Banker pays back $6 when three different dice are thrown, so his expected payout is 6 x 20/36 = $3.33333
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For a treble, the first dice can be anything. The second has a 1/6 chance of matching and the third also has a 1/6 chance of matching. The chance of a treble is 1 x 1/6 x 1/6 = 1/36. He pays back $4 on trebles so his expected payout is 4 x 1/36 = $0.11111
For a double the sums are slightly more complex but there's a nifty short cut. We know the singles chances are 20/36 and the treble chances are 1/36, and all the remaining throws must be doubles, so the chances are 1-20/36 -1/36 = 15/36. He pays back $5 on doubles so so his expected payout is 5 x 15/36 = $2.083333
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In total, for every $6 the banker receives, the expected payout is $3.33333 + $2.083333 + $0.11111 = $5.527777. Therefore his profit is $6 - $5.52777 = $0.472223.
The banker's percentage profit is 0.472223 / 6 = 7.87%
So for every $100 bet, the banker can expect to make almost $8 in profit. This is a far better game for the banker than roulette, blackjack or most of the bets on craps.