This section gives you every stat you need to know when playing Texas Hold 'em.
Table Number:
- The probability of being dealt specific hold 'em hands before the flop - CLICK HERE
- Flops for selected Hold 'em hands (sections A,B and C) - CLICK HERE
- From flop to finish (Sections A and B) - CLICK HERE
- Absence of Aces before flop, by number of players - CLICK HERE
- Basic Data - CLICK HERE
- Long shots - CLICK HERE
- 20 Key statistic summary and beginners guide - CLICK HERE
Regardless of the hand you have, the Flop is where you'll make your most crucial decisions. Its THE key point in the hand. Its where you put people on hands...decide what they've probably got. Usually everything after the flop is cut-and-dried.
TABLE 2:
Selection A: You have AdKd (d=diamond, s=spade, c=club, h=heart)
Probability that the flop will be..........
|
Expressed in % is...........
|
The odds against it are....... |
Notes |
Qd-Jd-10d |
0.01 |
19599 to 1 |
Makes Royal Flush |
A-A-A or K-K-K |
0.01 |
9799 to 1 |
Makes 4 Aces or Kings |
A-A-K or K-K-A |
0.09 |
1088 to 1 |
Makes Aces full or Kings full |
3 diamonds other than QJ10 |
0.84 |
119 to 1 |
Makes Flush |
2 diamonds with an A or K |
1.68 |
58.4 to 1 |
Makes Aces or Kings with four-flush or four parts of straight flush |
2 diamonds with a pair of 2's-Q's |
1.68 |
58.4 to 1 |
Four parts of Flush or straight flush, pair is unfavourable |
2 diamonds not with a pair of 2's-Q's and not QJ10 |
7.53 |
12.3 to 1 |
Four parts of Flush or Straight Flush |
Q-J-10 (not all diamonds) |
0.32 |
310 to 1 |
Makes Straight |
Pair less than Kings, with 1 or no diamonds |
11.79 |
7.48 to 1 |
Unfavourable |
Three of another suit |
4.38 |
21.8 to 1 |
Danger, even if Q-J-10 |
Ace-King and smaller card |
2.02 |
48.5 to 1 |
Makes Aces and Kings |
Three-of-a-kind 2's-Q's |
0.22 |
444 to 1 |
Unfavourable unless no one holds fourth card or pair |
ANY flop that includes an Ace or King |
32.43 |
2.08 to 1 |
Makes key pair or better |
ANY Two diamonds |
10.94 |
8.14 to 1 |
Four parts of a Flush or Straight Flush |
A-A with a 2-Q or K-K with a 2-Q |
1.35 |
73.2 to 1 |
Makes key three-of-a-kind |
Number of possible flops: 19600 |
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Selection B: You have KcKs
Probability that the flop will be..........
|
Expressed in % is...........
|
The odds against it are....... |
Notes |
K-K and card other than King |
0.24 |
407 to 1 |
Makes four Kings |
King and 2 Aces |
0.06 |
1632 to 1 |
Kings full |
A-K and smaller card |
1.80 |
54.7 to 1 |
Three Kings, possible trouble if 2nd Ace falls |
King and smaller pair |
0.67 |
147 to 1 |
Makes Kings full |
King and un-paired smaller cards |
8.98 |
10.1 to 1 |
Makes Three Kings |
A-A-A |
0.02 |
4899 to 1 |
Makes Aces full, but you lose if someone has last Ace |
2 Aces and other 2-Q |
1.35 |
73.2 to 1 |
Dangerous |
Three-of-a-kind, 2's-Q's |
0.22 |
444 to 1 |
Dangerous |
Three suited cards, Clubs or Spades |
2.24 |
43.5 to 1 |
Four parts of a flush, much better if includes Ace |
Three suited cards, Diamonds or Hearts |
2.92 |
33.3 to 1 |
Unfavourable |
Q-J-10 other than three spades or clubs |
0.32 |
315 to 1 |
Open end Straight |
Pair of 2's-Q's and another card but no King |
14.82 |
5.75 to 1 |
Kings up and trouble |
Q-J-10, Clubs or Spades |
0.01 |
9799 to 1 |
Open end straight Flush |
ANY flop including at least 1 King |
11.76 |
7.51 to 1 |
Favourable |
One Ace and Two cards, 2-Q (Including a pair of 2's-Q's) |
19.31 |
4.18 to 1 |
Bad News |
One Ace and two cards, 2-Q, excluding a pair |
17.96 |
4.57 to 1 |
Unfavourable |
Number of possible flops: 19600 |
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Selection C: You have QsJd
Probability that the flop will be..........
|
Expressed in % is...........
|
The odds against it are....... |
Notes |
Q-Q-Q or J-J-J |
0.01 |
9799 to 1 |
Makes 4 Queens or Four Jacks |
Q-Q-J or J-J-Q |
0.09 |
1088 to 1 |
Full House: Q-Q-J is better (2177 to 1) |
A-K-10 |
0.33 |
305 to 1 |
Makes Ace-high straight, 3.13% of these will also be four parts of a straight flush |
K-10-9 or 10-9-8 |
0.65 |
152 to 1 |
Makes straight, 3.13% of these will also be four parts of a straight flush |
ANY straight when combined with your hand |
0.98 |
101 to 1 |
A-K-10. K-10-9 or 10-9-8 |
K-10 and any other card, or 10-9 and any other card (No straight) |
6.04 |
15.6 to 1 |
Open end straight, 16.22% of these include a pair of Jacks or Queens, 8.11% include a cold pair |
Three suited cards (your suits) |
2.24 |
43.5 to 1 |
Four parts of a Flush or straight flush, 0.03% of these already make straights, 25% include a pair of Queens or Jacks |
Q-Q-other, or J-J-other, (not full house) |
1.35 |
73.2 to 1 |
Makes Three of a kind |
ANY flop without an Ace or King |
58.57 |
0.71 to 1 |
Sometimes helpful, but often hopeless |
ANY flop without an Ace |
77.45 |
0.29 to 1 |
Helpful |
Queens or Jacks with smaller pair |
1.65 |
59.5 to 1 |
Queens up or Jacks up |
ANY flop without a Queen or Jack |
67.57 |
0.48 to 1 |
Not good unless a straight, four straight of four flush |
A-A or K-K with a Queen or Jack |
0.37 |
271 to 1 |
Makes an unfavourable Aces up or Kings up |
Number of possible flops: 19600 |
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