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Fifth Street is a natural stopping point for evaluating your hand in fixed limit, seven high low games. . . .You have a full five card hand and the price of cards doubles from here on out. In this chart we look at your chances of improving high side hands. . . All cards that are exposed by the other players up to fifth street are assumed to be normal distribution and unknown. . . For this reason, the odds are shown as close approximations.
| High
Side Improvement Odds Drawing Two Cards to Selected 5th Street Hands |
||||
5th
Street Hand |
Example |
Improve
To |
Approx. Percent For |
Approx. Odds Against |
| Pair | Q
Q 3 5 10 |
2 Pair | 32.5%
|
2
to 1 |
| Trips | 6.7% |
14
to 1 |
||
| Full House | 2.5% |
39
to 1 |
||
| Quads | .1% |
1000
to 1 |
||
| 2 Pair or Better | 41.7% |
1.5
to 1 |
||
| Two Pair | Q
Q 3 3 10 |
Full House | 15% |
5.5
to 1 |
| Quads | .2% |
500
to 1 |
||
| Full House or Better | 15.3% |
5.5
to 1 |
||
| Trips | Q
Q Q 3 5 |
Full House | 24.4% |
3
to 1 |
| Quads | 4.3% |
22
to 1 |
||
| Full House or Better | 28.8% |
2.5
to 1 |
||
| Four Card Open End Straight | 3
8 9 10 J |
Straight | 31.8% |
2
to 1 |
| Four Card Straight with Ace | . 5 J Q K A . . A 2 3 4 8 | Straight | 15.9% |
5.5
to 1 |
| Four Card Inside Straight | 2
8 9 J Q |
Straight | 15.9% |
5.5
to 1 |
| Three Card Open End Straight | 2
4 9 10 J |
Straight | 4.4% |
22
to 1 |
| Four Card Flush | 2d
5s 7s 10s Js |
Flush | 38.3% |
1.5
to 1 |
| Three Card Flush | 4c
7d 9h Kh Ah |
Flush | 4.2% |
23
to 1 |
| Four Card Open End Straight Flush |
3h 8s 9s 10s Js |
Flush | 28.5% |
2.5
to 1 |
| Straight | 23.3% |
3.5
to 1 |
||
| Straight Flush | 8.3% |
11
to 1 |
||
| Straight or Better | 60.1% |
.7
to 1 |
||
| Three Card Open End Straight Flush |
2s 5c 9d 10d Jd |
Flush | 3.9% |
29
to 1 |
| Straight | 4.2% |
23
to 1 |
||
| Straight Flush | .28% |
356
to 1 |
||
| Straight or Better | 8.3% |
11
to 1 |
||
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