|
The player
should raise on any pair or better, fold on anything less than ace/king, and should
sometimes raise and sometimes fold on ace/king. To play Caribbean stud
perfectly would involve memorizing the charts on when
exactly to raise on ace/king. Of course nobody is going to do that so a more
simplified strategy is clearly called for. By studying the appendix you will
notice certain paterns of when the odds favor raising and when they don't. I
have summarized these patterns in the following suggested rules of thumb on
when to raise on ace/king:
- Raise if the dealer's card is a 2 through queen and
matches one of yours.
- Raise if the dealer's card is an ace or king and you
have a queen or jack in your hand.
- Raise if the dealer's rank does not match any of yours
and you have a queen in your hand and the dealer's card is less than your
fourth highest card.
This
strategy is unique to this page but is not the only strategy I have heard of.
Following are various other strategies, their total loss based on all possible
19,933,230,517,200 combinations of hands, the house edge, and the "element
of risk" (defined below). The "matching rank" strategy calls for
raising on any pair or better and on ace/king when one of the player's cards
matches the rank of the dealer's up card (which lowers the odds of the dealer
forming a pair).
|
Strategy Statistics
in Caribbean Stud Poker
|
|
Strategy
|
Total loss
|
House edge
|
Element of risk
|
|
Perfect strategy
|
1,041,372,912,372
|
5.224%
|
2.555%
|
|
Three
rules of thumb (above)
|
1,041,417,758,724
|
5.225%
|
2.554%
|
|
Raise on ace/king/jack/8/3 or better
|
1,059,715,400,580
|
5.316%
|
2.596%
|
|
Matching
rank
|
1,063,176,931,284
|
5.334%
|
2.616%
|
|
Raise on
any pair or better
|
1,090,272,101,460
|
5.470%
|
2.738%
|
|
Raise on
any ace/king or better
|
1,132,600,203,540
|
5.682%
|
2.672%
|
|
Playing
blind (raise on everything)
|
3,310,360,338,060
|
16.607%
|
5.536%
|
House Edge, Element of Risk
Any
respectable book will tell you that the house edge in
Caribbean stud poker is about 5.2%. This is true but I have always felt it
unfairly makes the game look like a bad bet. The reason is in how the house
edge is defined, the ratio of average money lost to the original bet. In
Caribbean stud the player will roughly wager just as much in raises as in
antes, and this additional money bet is not considered in the house edge
statistic.
For purposes of comparison
to other games I think it is better to consider the ratio of money lost to
total money wagered, which I refer to as the "element of risk." The
element of risk using perfect strategy is 2.555%, which makes is look more
competitive compared to other games, although still not one of the best. It is
interesting to note that the element of risk for my three rules of thumb is
better than for perfect strategy! That is because raising on slightly
suboptimal plays is actually a better bet than the game as a whole and brings
down the average expected loss.
Credit should be given to
Stanley Ko, Professor John M. Gwynn Jr, and the late Peter Griffin for being
the first to do a thorough study of Caribbean stud poker. Due largely on the
complexities of when to raise on ace/king this is one of the most complicated
casino games to analyze. Thanks to their analysis, which they kindly shared
with me, I had something to check my work against.
Statistics
The
following tables shows the various possible outcomes in caribbean stud poker,
their net return per initial bet, their probability, and their total return
(product of probability and net return).
|
Statistics for Caribbean Stud Poker
|
|
Event/winning hand
|
Pays
|
Number
|
Total return
|
Probability
|
Average return
|
|
Ace/king
|
3
|
18,505,682,208
|
55,517,046,624
|
0.00092838
|
0.00278515
|
|
Pair
|
3
|
2,324,742,321,600
|
6,974,226,964,800
|
0.11662647
|
0.34987941
|
|
Two pair
|
5
|
488,012,139,360
|
2,440,060,696,800
|
0.02448234
|
0.12241170
|
|
Three of a
kind
|
7
|
234,242,908,320
|
1,639,700,358,240
|
0.01175138
|
0.08225964
|
|
Straight
|
9
|
43,805,516,100
|
394,249,644,900
|
0.00219761
|
0.01977851
|
|
Flush
|
11
|
21,856,990,280
|
240,426,893,080
|
0.00109651
|
0.01206161
|
|
Full house
|
15
|
16,624,475,280
|
249,367,129,200
|
0.00083401
|
0.01251012
|
|
Four of a
kind
|
41
|
2,832,435,800
|
116,129,867,800
|
0.0001421
|
0.00582594
|
|
Straight
flush
|
101
|
156,929,720
|
15,849,901,720
|
0.00000787
|
0.00079515
|
|
Royal
flush
|
201
|
16,759,740
|
3,368,707,740
|
0.00000084
|
0.00016900
|
|
Ante only
|
1
|
4,532,514,033,720
|
4,532,514,033,720
|
0.22738482
|
0.22738482
|
|
Push
|
0
|
321,623,100
|
0
|
0.00001614
|
0
|
|
Fold
|
-1
|
9,523,005,974,460
|
-9,523,005,974,460
|
0.47774524
|
-0.47774524
|
|
Dealer
wins
|
-3
|
2,726,592,727,512
|
-8,179,778,182,536
|
0.13678629
|
-0.41035888
|
|
Total
|
|
19,933,230,517,200
|
-1,041,372,912,372
|
1
|
-0.05224306
|
Ready to play caribbean stud poker online for fun or for real money?
We highly recommend the following online casinos for your caribean stud poker fortune:
| Lucky Nugget Casino
| Vegas Country Casino
| Break Away Casino
| Sun Vegas Casino |
|