Hole Cards
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Player A: A♦ K♥ 9♦ 9♥
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Player B: A♣ A♠ 2♣ 2♥
Board
9♣ – Q♠ – K♠ – J♠ – 10♠
Step-by-Step Analysis
Player A
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Hole cards: A♦ K♥ 9♦ 9♥
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Board: 9♣ Q♠ K♠ J♠ 10♠
Best hand:
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Uses K♥ and A♦ from hand.
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Uses Q♠, J♠, 10♠ from board.
A–K–Q–J–10 = Ace-high straight
✅ Valid (2 from hand, 3 from board)
Note: Cannot make a flush — A has no spades.
Player B
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Hole cards: A♣ A♠ 2♣ 2♥
Can Player B make a flush with spades?
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Yes, B has A♠ and board has 4 spades — so nut flush is possible, BUT Omaha rules require exactly 2 hole cards, and Player B only has one spade (A♠).
Therefore:
❌ No flush is possible for Player B.
Best hand:
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Uses A♣ and A♠ from hand.
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Uses Q♠, K♠, J♠ from board.
Result: Just one pair – Aces.
Final Result
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Player A wins with a King-high straight: A–K–Q–J–10
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Player B only has a pair of Aces
Key Takeaway
In Omaha, you need two hole cards to make a hand. Even though the board suggests a possible flush, Player B can’t complete it with just one spade. That misunderstanding is where many players go wrong!
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