Craps is a wonderful game where the player has a great chance to beat the house. Craps is simultaneously a horrible game where monstrous house edges eat away at a player’s bankroll until it exists no more.

How can the same game be both glorious and forbidding? Because craps has so many different bets, some few which are good but most which are bad, that many craps players, not understanding or appreciating the math of the game and its impact on their bankrolls, will jump into the deep end of Lady Luck’s pool without a life jacket.

**Dangerous Craps Strategy # 1: I see a Number; I bet that Number!**

Unfortunately unwary craps players, sadly adhering to foolish schemes such as numbers predictably getting hot promulgated by craps know-nothings, will go up against edges in the double figures. Such Everest-like edges are as great as or greater than slot-machine edges!

So why do craps players, many of whom are bright in their non-casino lives, make such foolish bets as the one-roll Horn bet (the numbers 2, 3, 11, and 12) after seeing a Horn number appear? One answer has to do with how the house edge actually works. In the short run play of the game certain streaks will happen that can blind the player. One or several Horn numbers might have just hit and the player thinks, “This is a streak that will continue!”

The player in this case is absolutely wrong. The streak *might* continue or it might not continue. In a random game there is no predictability, only probability. The Horn numbers have six ways of being made, which is about 17 percent of the time. In the long run that 17 percent give or take a fraction will be how often that Horn appears. And the house will take a nice fat cut when the Horn actually does appear. How much of a cut? Well, 12.5 percent. So if you bet $100 on the Horn every time a Horn number has just appeared you can expect to lose $12.50.

But players see a “winning hit or a winning streak” and have no idea that the house is grinding them down slowly but surely. The best way to think of gambling edges is to realize that every time you make that Horn bet you are losing 12.5 percent of your bet – whether you win the bet or lose the bet! The house edge works on the total amount wagered, not this or that win or loss.

So a player buying into this stupid strategy will lose. If he bets a Horn every time he sees a Horn, given a craps game with 120 decisions per hour, our bettor will see a Horn number appear 20 times and then bet on half of them. If our bettor dumps $10 on those 10 Horns his expected loss is $12.50 per hour. That’s too heavy a loss indeed.

**Dangerous Craps Strategy # 2: I Say that Place Bets are Better Than Come Bets!**

After the shooter has established his point and the player wishes to get up on other numbers, there are two ways to do this – he can make Come bets, where he puts his wager in the Come box and waits for the number to be established by the shooter’s subsequent throw or he can simply Place the number directly.

Many wacky gaming “authorities” believe that Place bets are better than Come bets because you can go up on whatever numbers you like, whereas the Come bet’s destination is solely in the hands of the shooter. Unfortunately the Place bets have such high house edges that selective betting does not overcome the low house edge of the Come bets.

Let’s see how this works.

A Come bet has a house edge of 1.41 percent. The Placing of the 6 or 8 has a house edge of 1.52 percent. The Come bet will lose a $10 player 14 cents each and every time he makes it. However, the player who places the 6 or 8 must place these numbers in multiples of six dollars. Thus, a $12 Place bet will lose the player 18 cents.

From there it gets worse. The placement of the 5 and 9 comes in with a four percent house edge. Our $10 Place bettor will lose 40 cents on each of these numbers. The placement of the 4 and 10 comes in with a whopping house edge of 6.67 percent so our player now loses about 67 cents for such placements.

Would you rather lose 14 cents or would you rather lose 18 cents, or 40 cents, or 67 cents?

In a random game, Place betting is far worse than Come betting; which is the end of the story.

Also, the idea that you can take these bets off whenever want means you’d have to take them off a considerable number of time to make up for their high edges.

**Dangerous Strategy #3: I Will Bet with the House and Beat the Game!**

There are some misguided players who believe that they can actually beat a random game of craps by betting the “don’t” or Darkside of the game. Here a player is betting that the shooter won’t make his point or number and will seven out – in which case the Darkside player wins.

Unfortunately, you cannot beat craps by betting the Darkside either. The very first placement of the Don’t Pass or Don’t Come brings the house edge hammering on your head because you will lose this first placement eight times and win it only three times. While the Don’t Pass and Don’t Come are actually good bets, the stupid notion is that somehow these bets are making you play on the casino’s side, guaranteeing a win.

Not so – the casino doesn’t need you as a partner, doesn’t want you as a partner, but prefers to take your Darkside money too.

**Dangerous Craps Strategy #4: I Increase My Bets When the Table Gets Hot!**

Let me put this in flaming terms: The table never gets hot. Now in icy terms: The table also never gets cold. The table is just a table. Random shooters who have just hit 100 numbers without the appearance of a 7 have a 17 percent chance of hitting that 7 on the very next roll. They also had a 17 percent chance of hitting that 7 on the first roll, the second roll, the 40^{th} roll, and the 73^{rd} roll and with every other throw up and down the line.

Every time you increase your bet because of what you just saw a random shooter do is simply losing you more money. If you had a Place bet of the 6 for $12 and you increased that bet to $24 because a 6 just hit a couple of times, the casino is going to extract 36 cents from that $24.

One more time: It is the total amount you bet that the house edge works on – whether you win or lose the bet is irrelevant! Therefore, increasing your bets into a random shooter will just lose you more money in the long run.

**Dangerous Craps Strategy #5: In the Short Run I Say All Bets are the Same!**

No, they aren’t. The following bets will give you a much lower chance of winning on any given session: the Any 7 (16.67 percent house edge), the 2 or 12 (13.89 percent), the Horn (12.5 percent), the 3 or 11 (11.11 percent house edge), Hard 10 or Hard 4 (11.11 percent), Any Craps (11.11 percent), Hard 6 and Hard 8 (9.09 percent) and on down the line it goes.

If you want to be a smart craps player then limit yourself to the good house edge bets like the Pass and Come or Don’t Pass and Don’t Come. Take the maximum in odds behind these bets and you will be giving the house a tough game – and giving yourself a decent chance of coming home a winner.

Even in the short run, bad is bad and good is good. Keep that in mind the next time you think of making a stupid craps bet.

In general, rolls are that one-roll bets are more dangerous than rolls that are not.

All the best in and out of the casino!

Frank Scoblete’s web site is www.frankscoblete.com.

Hi Frank

It is true that there are horrible high house percentage bets that are never good. However, you are betting on a short term result not a long term expectation. When you make a place bet for example on the six or eight you are not giving the house anything. You are just not getting paid the exact mathematical amount that true odds would require. This is gambling after all. It is really quibbling to suggest that this is a worse bet than a come bet. The place 6/8 is certainly one of the best bets in the casino. In the fullness of time, you will come out better with the come bet, but that time is never reached.

The short run is still unpredictable so once again the best strategy is to play the best bets. I don’t see any strategy that works to win you more money. The short run can’t establish something new that you will know will happen again or not happen again.