What are the changes in return when playing FPDW and NSUD if using the wrong strategies? In other words, using FPDW strategy when playing NSUD and vice versa?
[Editor's Note: First, for those who aren't familiar with the initialisms, FPDW means "Full Pay Deuces Wild" and has a 100.76% return with perfect play, while NSUD means "Not So Ugly Ducks" with a 99.73 return. Secondly, we handed this question off to Bob Dancer, who responds here.]
Here are the numbers, which should be used with a grain of salt.
|
|
Using FPDW |
Using |
|
|
FPDW |
100.76% |
100.32% |
0.44% |
|
NSU |
98.78% |
99.73% |
0.95% |
While the numbers are accurate, they presume you play the strategies perfectly, which nobody does. These games are fairly easy to get “pretty close,” but basically impossible to get all of the exceptions correct.
Most of the errors come from two types of hands, neither of which is that difficult.
The first hand is dealt two pair, such as 7♠ 7♥ 8♣ 8♦ 4♠. When full houses return 3-for-1 (e.g. FPDW), hold either pair. When full houses return 4-for-1 (e.g. NSU), hold both pair.
The second type of hand is a 4-card flush versus a pair, such as 3♥ 9♥ K♥ A♥ 9♠. When flushes return 2-for-1 (e.g. FPDW), hold the pair. When flushes return 3-for-1 (e.g. NSU), hold the 4-flush.
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Bob Nelson
Apr-26-2019
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Brent Peterson
Apr-26-2019
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Brent Peterson
Apr-26-2019
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Jared
Apr-26-2019
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Kevin Lewis
Apr-26-2019
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O2bnVegas
Apr-26-2019
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Anthony Curtis
Apr-26-2019
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