Pre Flop Hand Match Up
Three Two Unsuited vs Queen Jack Unsuited - Odds Of Winning
Win Probablility
Equity
Below, we present a detailed breakdown of the winning probabilities for each hand, providing you with the insight you need to navigate the intricate landscape of poker strategy and decision-making.
Dive into these numbers, and you’ll find yourself better equipped to make those crucial calls at the table.
  |
  |
|
|---|---|---|
| Three Two Unsuited (32o) | Queen Jack Unsuited (QJo) | |
| 66.21% | Win | 32.77% |
| 1.02% | Tie | 1.02% |
| 66.72% | Equity | 33.28% |
Three Two Unsuited vs Queen Jack Unsuited - Limit Poker Hand Ratings
Top poker experts and players have crafted ways to judge the strength of starting hands in limit Texas hold’em.
Below, you’ll see a table breaking down hand rankings according to popular systems.
Do remember, these rankings don’t apply to no limit games.
  |
  |
|
|---|---|---|
| Three Two Unsuited | Queen Jack Unsuited | |
| - | Sklansky Rating What is this? | 5 |
| 1 | Chen Formula What is this? | 7 |
| - | Hellmuth Tier What is this? | - |
| -0.14 | Expected Value What is this? | 0.03 |
Three Two Unsuited vs Queen Jack Unsuited - Winning Hand Breakdown
| |
|
|
|---|---|---|
| Three Two Unsuited | Queen Jack Unsuited | |
| 9,266,400 | High Card | 0 |
| 67,475,520 | One Pair | 20,927,808 |
| 48,214,656 | Two Pair | 32,109,264 |
| 9,617,760 | Three Of A Kind | 7,488,864 |
| 18,386,208 | Straight | 12,317,904 |
| 4,418,640 | Flush | 2,549,880 |
| 5,514,048 | Full House | 5,085,504 |
| 329,040 | Four Of A Kind | 285,120 |
| 43,632 | Straight Flush | 30,960 |
