PLO6 bomb pot equity: 66% heads-up, 34% against five
PLO6 · six-card Omaha

How much of a PLO6 bomb pot is really yours?

Published 9 Sep 2026 · numbers computed by our engine, nothing guessed

In a bomb pot of PLO6 (six-card Pot-Limit Omaha) a very strong hand — A♠ A♥ J♠ J♦ 10♥ 10♦, triple-suited — has 66.2% equity heads-up and 34.4% against five opponents. It loses almost half of its equity, and the hand never changed. Against five opponents that 34.4% is still about twice the 16.7% the pot owes each player.

Bomb pot in PLO6: you are dealt A♠ A♥ J♠ J♦ 10♥ 10♦, a very strong hand
Everyone antes, everyone sees the flop.

Key numbers

  • The very strong hand against 1 to 5 random hands: vs 1: 66.2% · vs 2: 51.7% · vs 3: 43.4% · vs 4: 38.1% · vs 5: 34.4%.
  • Our PLO5 numbers sit within 0.3 of a point of ProPokerTools (600,000 trials) on every row.
  • Hands from our PLO6 ranking against five opponents: top 10% 21.0% · top 20% 20.7% · top 30% 19.3% — within 1.7 points. Heads-up the same hands are 4.7 points apart.
  • Fair share with five opponents: 16.7%. The very strong hand takes 34.4%; the top-30% hand 19.3%.

What is a bomb pot, and why every hand is random

Everyone antes, nobody folds, everyone sees the flop. In PLO6 that means every opponent turns up with six random cards — a 100% range, for real. So the equity question here is simple to state: how much of the pot does one hand win, on average, against one to five random PLO6 hands?

How much equity does a very strong hand keep against more opponents?

The hand is A♠ A♥ J♠ J♦ 10♥ 10♦ — (AJ)(AT)(JT) in our notation. Aces and Jacks and Tens, triple-suited. About as good as a PLO6 hand gets.

OpponentsFair shareVery strong hand
1 opponent50.0%66.2%
2 opponents33.3%51.7%
3 opponents25.0%43.4%
4 opponents20.0%38.1%
5 opponents16.7%34.4%

Heads-up it is a monster: 66.2%. With five opponents in the pot it is 34.4% — it lost almost half of its equity, and the hand never changed. The fair share column is what each player would get if the pot were simply split; we come back to it below.

Equity of the very strong PLO6 hand against 1 to 5 opponents: 66%, 52%, 43%, 38%, 34%
Gold bars: equity. Grey marks: the fair share.

Checked against ProPokerTools, in PLO5

We know of no established PLO6 reference to check these numbers against. For PLO5 there is one, so we ran the same question there: a very strong PLO5 hand, A♠ A♥ 10♠ 10♥ 9♦, against 1 to 5 random PLO5 hands, in ProPokerTools (600,000 trials) and in our engine. The PLO6 column is ours alone.

OpponentsProPokerTools PLO5Ours PLO5Ours PLO6
1 opponent66.5%66.4%66.2%
2 opponents50.1%49.8%51.7%
3 opponents40.7%40.9%43.4%
4 opponents35.0%34.9%38.1%
5 opponents31.0%30.9%34.4%

The two PLO5 columns never differ by more than 0.3 of a point, and the differences change sign — noise on both sides, not a systematic gap.

Look across, too: heads-up the PLO5 and PLO6 hands are level (66.4% and 66.2%), while with five opponents the PLO6 hand is 3.5 points ahead. They are not the same hand with a card added: A♠ A♥ 10♠ 10♥ 9♦ against A♠ A♥ J♠ J♦ 10♥ 10♦.

PLO5 audit: ProPokerTools against our engine, plus the PLO6 column
Three columns, one question.

The hands you are actually dealt: top 10%, 20% and 30%

The very strong hand is rare. These are hands at the 10%, 20% and 30% marks of our PLO6 playability ranking (6-max), in the same bomb pot, against the same random hands:

HandCardsNotation
very strongA♠ A♥ J♠ J♦ 10♥ 10♦(AJ)(AT)(JT)
top 10%A♠ K♦ J♠ 10♠ 7♥ 5♥(AJT)(75)K
top 20%Q♠ J♥ 10♠ 9♠ 8♥ 5♦(QT9)(J8)5
top 30%A♠ K♥ Q♠ J♠ 8♦ 6♠(AQJ6)K8
Opponentsvery strongtop 10%top 20%top 30%
1 opponent66.2%56.1%53.5%51.3%
2 opponents51.7%38.9%37.9%34.4%
3 opponents43.4%29.8%29.5%26.5%
4 opponents38.1%24.6%24.3%22.0%
5 opponents34.4%21.0%20.7%19.3%

A top-30% hand is already a coin flip heads-up (51.3%). With five opponents nothing in the table is above 34.4%. And the ranking tiers bunch up: against five opponents the top-10% and top-30% hands are 1.7 points apart; heads-up they are 4.7.

Equity of top-10%, top-20% and top-30% PLO6 hands against 1 to 5 opponents
The hands, with their cards, from our PLO6 ranking.

What the pot owes you: the fair share

Fair share = what each player would get if the pot were simply split: 100% divided by the number of players in the pot. It is the same for everyone at the table.

OpponentsFair sharevery strongtop 10%top 20%top 30%
1 opponent50.0%66.2%56.1%53.5%51.3%
2 opponents33.3%51.7%38.9%37.9%34.4%
3 opponents25.0%43.4%29.8%29.5%26.5%
4 opponents20.0%38.1%24.6%24.3%22.0%
5 opponents16.7%34.4%21.0%20.7%19.3%

Heads-up the very strong hand takes 66% of a pot that owes it 50%. With five opponents it takes 34% of a pot that owes it 17%. The fair share drops by two thirds; the very strong hand ends up taking about twice its own (2.06×). The top-30% hand never gets far from what it is owed: 51% against 50%, then 19% against 17%.

Fair share next to the equity of each hand, by number of opponents
The fair share is the same for every hand.

So where is the profit?

Two things are true at once in a 6-max bomb pot: almost every hand you are dealt is worth roughly its fair share — and the rare monster is worth twice it. So it cannot come from just being dealt a good hand: two whole ranking tiers, top 10% against top 30%, are worth 1.7 points with five opponents.

So where do you think profit comes from in a 6-max PLO6 bomb pot? We will be sharing ideas — let’s discuss.
So where is the profit in a 6-max PLO6 bomb pot?
The question the post ended on.

How these numbers were produced

Bomb pot series · part 1 of 2. This part asks how much of the pot is yours. Part 2 asks how many players already have a made hand on the flop: How many players have a flush in a PLO6 bomb pot?

Keep reading

How many players have a flush in a PLO6 bomb pot? →How often does someone at the table have Aces in PLO6? →How we built the PLO6 ranking →

More on this topic

How much are the broadways worth to your Aces in PLO6? →Glossary: the terms used on this page →

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Educational content. Rankings are estimated by simulation; counts of hands and classes are exact. Every number on this page is produced by our engine. — Published 9 Sep 2026.