| The probability that ... |
Expressed in percent (%)
... |
The odds against it are
... |
|
You will hold a Pair
before the Flop
|
5.88
|
16 to 1 |
| You will hold suited cards
before the Flop |
23.53 |
3.25 to 1 |
|
You will hold 2 Kings
or 2 Aces before the Flop ...
|
0.90 |
110 to 1 |
| You will hold Ace-King
before the Flop |
1.21 |
81.9 to 1 |
| You will hold at least 1
Ace before the Flop |
14.93 |
5.70 to 1 |
| If you have four parts of
a Flush after the Flip, you will make it ... |
34.97 |
1.86 to 1 |
| If you have four parts of
an Open-end Straight-Flush after the Flop, you will
make a Straight-Flush... |
8.42 |
10.9 to 1 |
| If you have four parts of
an Open-end Straight-Flush after the Flop, you will make at
least a Straight... |
54.12 |
0..85 to 1 |
| If you have Two-Pair after
the Flop, you will make a Full House or better* |
16.74 |
4.97 to 1 |
| If you have Three-of-a-kind
after the Flop, you will make a Full House or better*
... |
33.40 |
1.99 to 1 |
| If you have a Pair after
the Flop at least one more of that kind will turn up (on the
last two cards) |
8.42 |
10.9 to 1 |
| If you hold a Pair, at least
one more of that kind will Flop ... |
11.76 |
7.51 to 1 |
| If you hold no Pair, you
will pair at least one of your cards on the Flop |
32.43 |
2.08 to 1 |
| If you hold two suited cards,
two or more of that suit will Flop ... |
11.79 |
7.48 o 1 |
| If you begin suited and stay
through seven cards, three more (But not four or five more!)
of your suit will turn up ... |
5.77 |
16.3 to 1 |
| If you begin
paired and stay through seven cards, at least one more of
your kind will turn up ... |
19.18 |
4.21 to 1 |
