Casinos Online-Internet Gambling Stretch your craps stakes


The math doesn't always count correctly in the casino
Understanding the bets made in craps
Know what you're doing when playing video poker
Game speed affects your bankroll
Irrational Gambling Decisions are made
Stretch your craps stakes
Winners May Need Advice
Know What You Can and Can't Control in the Casino
$10 bets at double-zero roulette
Law, Luck, and the Leningrad Elephant
Blackjack Hands
Gambling Advice
Nickel Slots
Simpler is better
Spreading money around the craps table
Best dealers upcard for Blackjack players
Picking numbers and RNGs
Results after quitting the game
Witless winners
Bankrolls
Bankrolls 2
Betting Progressions
Bank roll fluctuations in Blackjack
Flipping a coin
Laws of Probability
Bad Start to a Game
Game Show Comparisons
Quick Fixes

Place Betting at Craps
Balance Between Chance and Payoff
Self Help Quiz
Quitting While Ahead
Betting on Don't Come in Craps
House Edge vs. Betting Strategies
Anticipating Bankroll Savings
Rules to Estimate Chances of Success
Even Fighting Edge
Beating the Odds to Overcome Edge
Strategy for Craps Fans
Gambling Books
Intuition in Games
Betting at Craps
How Often Should You Get What You Expect?
Can Casinos Predict Jackpots?
Gambling Theories, History, and Other Lies
Overestimating Your Chances of a Hit
Give Lay Bets at Craps a Look-See

PLAYING IT SMART by ALAN KRIGMAN

Stretch your stake with opposing craps bets together but in tandem

Some casino games accommodate opposing bets. Like Red or Black at roulette, Banker or Player at baccarat, and Pass or Don't Pass at craps. The choice adds a degree of flexibility to the action.

Occasionally, solid citizens devise scheme for betting on both sides. This usually does little more than raise effective edge.

A baccarat buff, for instance, may put $150 on Banker and $100 on Player at the same time. The intent is to enjoy the verve of a black-chip table while only risking $50. The problem is that the house gets the value of edge on $250 to book only $50 in action. That's a bite a bit above $2.50, for a wager that should set bettors back slightly over $0.50.

A craps example involves dropping equal amounts on Pass and Don't Pass during the come-out, then betting the Odds on one or the other. The flat parts of the wager supposedly cancel out, leaving only the Odds -- on which the casino has no edge. Sorry. But the 12 coming-out costs players an average of 1.4 percent of the sum of the flat bets. So, to pick an amount, a $10 bettor gives the bosses roughly $0.28 using this ploy with $20 total, rather than $0.14 simply betting Pass or Don't Pass for $10 then taking or laying the Odds. This system can win or lose on the Odds. But playing either side for $10 would normally win more or lose less.

Craps does offer an opportunity some players may like, to wager on both sides. The approach is to bet on Pass and follow it with a wager on Don't Come. Or, with the same effect, Don't Pass followed by Come. In mid-hand, if one or the other is not on a point, replace it with an appropriate come-out on the next throw.

The strategy is an alternative to betting Pass and Come or Don't Pass and Don't Come. You still pay for the edge on the two bets, there's no way around that little fact of life. But, unlike directly opposing bets, you have action on the full value of each rather than the difference between them.

What's the impact? One effect is to temper, although not totally eliminate, the impact of the seven. With Pass and Don't Pass both on points, seven wins one and loses the other so you push. On an initial come-out on Pass with nothing on a point, seven wins. With the Don't Pass on a point and a wager coming out on Pass, seven wins both ways. With the Pass on a point and a wager coming out on Don't Pass, seven loses both ways.

As for other results, two, three, 11, and 12 only pertain when either bet is coming out, and follow the usual rules. And, repeats of points win on the Pass and lose on the Don't sides.

You can get an idea of what to expect with this technique from a computer model. A simulation was run for 1,000 players, each using this method for 180 throws -- roughly three hours -- with $5 on Pass and $5 on Don't Come, and no Odds on either.

The virtual players finished their sessions losing an average of $6.50. The median end-point was a $5 loss; that is, some players ended losing exactly $5 while half of the rest were deeper in the hole and half broke even or won. The best finish was $155 ahead and the worst $180 behind. The average high-point during the course of the session was a profit of $33.50, with half the players peaking above $25. For low points, the average was a downswing of $41 with half never falling below $35. Of the thousand players, after completing 180 throws, 428 emerged in triumph while 531 skulked away in defeat and 41 broke even.

Overall, the approach moderated bankroll swings relative to two bets on the same side. If you try this, though, be prepared to come up short on comps because many casino workers don't know how edge works and think they can't make any money from players who bet on both sides. But it might be worth testing if you're used to covering two numbers per shooter and are willing to forego high profits for a better chance of staying in action on a modest stake. The parsimonious poet, Sumner A Ingmark, put it like this:

Cut back on your yearnings for generous earnings,
To raise your assurance of bankroll endurance.

(c) 2006, ICON/Information Concepts Inc

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