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Probability for AK, KK, QJs to win on the flop
The table for pocket ÀsÊs
|
Probability, that on ôëîï will come
|
percentage
to get
|
Chances against reception
|
Note
|
| Os-Js-IOs |
0,01
|
19.559 to 1
| Forms a flush royal |
| A-A-A or K-K-K |
0,01
|
9.799 to 1
| Forms a quads on aces or kings |
| A-A-K or K-K-A |
0,09
|
1.088 to 1
| Forms ace or a royal full-house |
| Three suited cards but not Q-J-10 |
0,84
|
119 to 1
| Forms flush |
| Two cards of same suit with an ace or king |
1,68
|
58,4 to 1
| Forms pair of aces or kings with dro-flush and incomplete straight-flush |
| Two cards of same suit with pair from twos up to queens |
1,68
|
58,4 to 1
| Incomplete flush or straight-flush, the pair does not give advantage |
| Two cards of same suit but not pair from twos up to queens, and not Q-J-10 |
7,53
|
12,3 to 1
| Incomplete flush |
| (3-.Ã-10 (all suited) |
0,32
|
310 to 1
| Forms straight |
| The pair is more younger than kings with one suited card or without it |
11,79
|
7,48 to 1
| Does not give advantage |
| Three unsuited cards |
4,38
|
21,8 to 1
| It is dangerous, even if Q-J-10 |
| The ace, king with a card and lower |
2,02
|
48,5 to 1
| Forms pair of aces and kings |
| Triplet from twos up to queens |
0,22
|
444 to 1
| Does not give advantage, if at opponents not the four or pair |
| Any flop with an ace or king |
32,43
|
2,08 to 1
| Forms the best pair or above |
| Any two suited cards |
10,94
|
8,14 to 1
| Incomplete flush or straight-flush |
| A-A with 2-Q or K-K with 2-Q |
8,14 to 1
|
73,2 to 1
| Forms the best triplet |
The table for pocket Ê-spadesÊ-diamonds
|
Probability, that on ôëîï will come
|
It is expressed in percentage
|
Chances against reception
|
The note
|
| K-K and any other card |
0,24
|
407 to 1
| Forms royal quads |
| King and pair of aces |
0,06
|
1.632 to 1
| Full-house |
| Ace and king with a lower card |
1,8
|
54,7 to 1
| Royal triplet, problems if the second ace will come are possible |
| King and lower pair |
0,67
|
147 to 1
| Forms a full-house |
| King and lower unpaired cards |
8,98
|
10,1 to 1
| Forms a royal triplet |
| A-A-A |
0,02
|
4.899 to 1
| Forms ace full-house, but you will lose, if someone has last ace |
| Pair of aces and other pairs from twos up to queens |
1,35
|
73,2 to 1
| Danger |
| Triplet from twos up to queens |
0,22
|
444 to 1
| Danger |
| Three cards of one suit, clubs or spades |
2,24
|
43,5 to 1
| Dro-flush, it is much better, if there is an ace |
| Three one-suited cards, diamonds or hearts |
2,92
|
33,3 to 1
| Does not give advantage |
| Q-J-10, but not all clubs or spades |
0,32
|
315 to 1
| Bilateral straight (troubles are possible) |
| Pair from twos up to queens and other card(but not king) |
14,82
|
5,75 to 1
| Royal two pairs and troubles |
| Q-J-10, clubs or spades |
0,01
|
9.799 to 1
| Bilateral straight-flush |
| Any flop with one king, at least |
11,76
|
7,51 to 1
| Usually gives the big advantage |
| One ace with any card from the two up to queen (including pairs from twos up to queens) |
19,31
|
4,18 to 1
| Bad news |
| One ace and any card from the two up to queen, but not pairs from twos up to queen |
17,96
|
4,57 to 1
| Does not give advantage |
The table for pocket QJs
|
Probability, that on ôëîï will come
|
It is expressed in percentage
|
Chances against reception
|
The note
|
| Os-Js-IOs |
0,01
|
19.559 to 1
| Forms a royal flush |
| A-A-A or K-K-K |
0,01
|
9.799 to 1
| Forms to aquads on aces or kings |
| A-A-K or K-K-A |
0,09
|
1.088 to 1
| Forms ace or a royal full-house |
| Three cards of same suit, but not Q-J-10 |
0,84
|
119 to 1
| Forms flush |
| Three cards of same suit with an ace or king |
1,68
|
58,4 to 1
| Forms pair of aces or kings with dro-flush or incomplete straight-flush |
| Three cards of same suit with pair from twos up to queens |
1,68
|
58,4 to 1
| Incomplete flushor straight-flush, the pair does not give advantage |
| Three cards of same suit but not pair from twos up to queens, and not Q-J-10 |
7,53
|
12,3 to 1
| Incomplete flush |
| (3-9-10 (not all suited) |
0,32
|
310 to 1
| Forms straight |
| The pair is more lower than kings with one suited card or without it |
11,79
|
7,48 to 1
| Does not give advantage |
| Three cards of other suits |
4,38
|
21,8 to 1
| It is dangerous, even if Q-J-10 |
| The ace and king with a lower card |
2,02
|
48,5 to 1
| Forms pair of aces and kings |
| Triplet from twos up to queens |
0,22
|
444 to 1
| Does not give advantage, if at opponents not the four or pair |
| Any flop with an ace or king |
32,43
|
2,08 to 1
| Forms the best pair or above |
| Any two cards with the same suit |
10,94
|
8,14 to 1
| Incomplete flush or straight-flush |
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