|
suit
|
example
|
hands
|
chance
|
comment
|
|
double suited
|
|
36.504
|
13,5%
|
Best, you can make two different flushes.
|
|
One Suit (2-1-1)
|
|
158.184
|
58,4%
|
You can make a flush,
all 11 cards of your suit are still in the deck
|
|
One Suit (3-1)
|
|
44.616
|
16,5%
|
You can make a flush,
but only 10 cards of your suit are still in the deck
|
|
One Suit (4)
|
|
2.860
|
1,1%
|
You can make a flush,
but only 9 cards of your suit are still in the deck
|
|
Off Suit
|
|
28.561
|
10,5%
|
Worst, no flush possible
|
The Groups
Here the starting hands are divided into the following groups:
One Pair:One pair and another card.
Rundown:Four cards in sequence.
Two Pair:Self-explanatory
Three to Straight: Three cards in sequence and another card.
High Card: Cards that don't fall in another group.
Three of a Kind: Three cards of the same rank and another card.
Four of a Kind: Four cards of the same rank.
Please note that if a starting falls in more than one group, it is only listed in
the higher group.
For example
is listed within the group "One Pair", even it would also qualify for "Three to
Straight".
Starting with all starting hands, you can click
on the name of the rank to see the distribution for that category. This will show
you the statistics for the selected rank. You can do this, until there are no more
different ranks in that category. On the right side you will see hand examples for
the best and worst hands of the category you are currently displaying.
Above you see a screen shot for the statistics for two
pair.
The heading shows the name of the group, in this case one pair.
Number of Hands: the total for this group. In this case there are 82.368
one pair combinations from all 270.725 Omaha starting hands.
Odds: The odds to receive a hand from this group (one pair). Here
your odds to get a pair are 2,3/1.
Different ranks: Number of different ranks for that group. Here, there are
4 different suit ranks, namely from double suited down to off suit.
The Columns
Category: The name of the category. In the example, the marked cells in that
row show the values for off suit.
Number: The number of hands that fall into that group. In the example, there
are 10.296 different combinations for off suit pairs.
Odds: The odds to receive that hand. In the example the odds to get a off
suit pair are 25/1.
Distrib.: The distribution among that group. Here the number of 12,5%
shows, that from all one pair starting hands 12,5% will be off suit.
Chance: The probability to receive that hand. The basis for the calculation
are always all starting hands. The chance to get an off suit pair out of
all possible omaha starting hands is 3,8%.
Totaled: In this column the chance for this and the better ranks is totaled.
For off suit pairs, the number tells you, that 30,42% of all hands will be
off suit or better. Because this is the last row it is also the probability
of all one pair hands.