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Stud Caribbean Poker - probability |
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 In this page we will try to explain those numbers of which it is
often felt to speak, in particular the probabilities that have in the
game of the Stud Caribbean Poker. We will try to supply more obvious explanations how much possible one.
Before what to hold on account is the possibility to receive the
papers of a new bunch in the successive hand. Here low you will find
one table with the hand, the number of ways possible to gain the hand,
and the correspondents possibility.
| Hand |
Number of Ways to make the hand |
Probability |
| Real scale |
4 |
1 en 649,740 |
| Scale de color |
36 |
1 in 72,193 |
| Four of a type |
624 |
1 in 4,165 |
| Full |
3,744 |
1 in 694 |
| Poker |
5,108 |
1 in 509 |
| Scale |
10,200 |
1 in 254.80 |
| Tris |
54,912 |
1 in 47.32 |
| Two braces |
123,552 |
1 in 21.03 |
| One braces |
1,098,240 |
1 in 2.36 |
| No brace |
1,302,540 |
1 in 1.99 |
Now that you know the probabilities to earn the hands, dates a glance to the vincite ones for every winning hand.
| Real scale |
100 to 1 |
| Scale of Color |
50 to 1 |
| Four of a type |
20 to 1 |
| Full |
7 to 1 |
| Poker |
5 to 1 |
| Scale |
4 to 1 |
| Tris |
3 to 1 |
| Two braces |
2 to 1 |
| One brace |
1 to 1 |
| Ace |
1 to 1 |
You will sure have noticed that the vincite ones necessarily do not
correspond to the probabilities to gain the hand, but, with the
exception of other games, exists a difference between the simple game,
with as an example two braces, and the game with style, as an example a
royal flush!
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