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There are 32 ways to hold cards for any dealt five-card hand.
Hand Analysis dialog lists all these 32 hold combinations. The
first column of the list contains the ER (Expected Return) or
EV (Expected Value) associated with each hold combination. The list
is sorted by EV (ER) in descending order.
You should always hold the combination of cards with the highest
ER value. It's the only way to achieve the maximum payback possible from a video
poker machine .
The screen below shows hold combinations for the hand KQ926.
The hold combination with the highest ER value is
KQ___.
This notation means that you should discard cards in the _ positions. In our
example you should hold KQ and discard 926.
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The Total column shows the total number of hands
that will be made by each individual hold combination.
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The None column shows the number of losing hands
that will be made by each individual hold compbination.
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The PR J-A columns shows you the number of ways
to make a pair of Jacks, Queens, Kings or Aces.
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The 2 PR column shows the number of ways to make
two pair.
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The 3K column shows the number of ways to make
three of a kind.
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The STRT column shows the number of ways to make
a straight.
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The FLSH column shows the number of ways to make
a flush.
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The FH column shows the number of ways to make a
full house.
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The 4K column shows the number of ways to make
four of a kind.
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The SF column shows the number of ways to make a
straight flush.
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The RF column shows the number of ways to make a
royal.
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The ER value is computed by multiplying the
probability of each possible outcome by its value and summing the
results.
In our example: ER=0.490102=((10069/16215)*0 +
(5022/16215)*1 + (711/16215)*2 + (281/16215)*3 + (112/16215)*4 + (0/16215)*6 +
(18/16215)*9 + (2/16215)*25 + (0/16215)*
50 + (0/16215)*250).
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