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- Overcards on Flop
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Money Management:
Overcards on the Flop
So what is an overcard? An overcard is a card on
the flop that is higher than the highest card in your hand.
Why are overcards important? Because they represent a threat if
they pair up to one of your opponent's hole cards.
If you hold 9
You must hold an ace not to worry about an overcard on the flop.
You see an ace only 14.9% of the time.
Percent Chance That You Will Flop an Overcard
You Hold | None | One | Two | Three | One or More | An Overcard and No Set if Paired |
K![]() ![]() |
77.449 | 21.122 | 1.408 | 0.020 | 22.550 | 11.67 |
Q![]() ![]() |
58.571 | 35.143 | 6.000 | 0.286 | 41.429 | 31.12 |
J![]() ![]() |
43.041 | 43.041 | 12.796 | 1.122 | 56.959 | 46.96 |
10![]() ![]() |
30.531 | 45.796 | 20.816 | 2.875 | 69.487 | 59.57 |
9![]() ![]() |
20.714 | 44.388 | 29.082 | 5.816 | 79.286 | 69.30 |
8![]() ![]() |
13.265 | 39.796 | 36.612 | 10.327 | 86.735 | 76.54 |
7![]() ![]() |
7.857 | 33.000 | 42.429 | 16.714 | 92.143 | 81.65 |
6![]() ![]() |
4.163 | 24.980 | 45.551 | 25.306 | 95.837 | 85.01 |
5![]() ![]() |
1.857 | 16.714 | 45.000 | 36.429 | 98.143 | 86.97 |
4![]() ![]() |
0.612 | 9.184 | 39.796 | 50.408 | 99.388 | 87.92 |
3![]() ![]() |
0.102 | 3.367 | 28.959 | 67.571 | 99.898 | 88.22 |
2![]() ![]() |
impossible | 0.245 | 11.510 | 88.245 | 100.000 | 88.24 |
In the chart above, the headings "None," "One," "Two," and
"Three," mean the chance of having exactly that many overcards
come on the flop.
The "One or More" column is the total of the One, Two, and Three columns. The last column gives the odds of getting at least one overcard without flopping a set when you hold a pair. In other words, if you hold a pocket pair, it gives the odds you won't like the flop.
The following table shows you what to expect when you don't have suited cards and aren't looking to make a straight. When your looking to pair the highest card in your hand on the flop, this is the table for you.
Chances of Flopping the Top Pair
If You Hold an Unpaired | % chance it will be the highest card on the flop |
A | 16.6 |
K | 13.9 |
Q | 11.3 |
J | 9.1 |
10 | 7.1 |
9 | 5.4 |
8 | 3.9 |
7 | 2.6 |
6 | 1.6 |
5 | 0.8 |
4 | 0.3 |
3 | 0.1 |
2 | 0.0 |
Something useful to know: How your pocket cards compare to the other players' cards before the flop. If you know all the possible two-card combinations (1,326) and you know how many other players are dealt into the hand, you can compute the chance that you have the best hand before the flop. You may refer to a preflop odds table for this by Clicking Here.