Card rules · 2026-10-29
When the Second Kicker Decides Between Equal Triplets
Two hands can share three of a kind and the same highest spare card without tying. In this teaching example, ordinary high-hand Hold'em rules compare the remaining selected cards in…
Two hands can share three of a kind and the same highest spare card without tying. In this teaching example, ordinary high-hand Hold'em rules compare the remaining selected cards in descending order. Suits do not break the tie.
Build both five-card hands
The community cards are 9♣, 9♦, A♠, 4♥ and 2♣. Player A holds 9♥ and K♠, making 9-9-9-A-K. Player B holds 9♠ and Q♥, making 9-9-9-A-Q. The nine of hearts and nine of spades are different physical cards, so both hands can exist in the same deal.
Compare only until a difference appears
Both selected hands have three nines. Their first kickers are both aces. The second kickers differ: king ranks above queen, so A's selected hand ranks higher under the stated rules. Comparing only the triplets and ace would stop too early.
The unused four and two do not supply further kickers. A five-card result has no sixth comparison card.
A shared king changes the deciding position
Replace the board's 4♥ with K♦, leaving the other cards unchanged. A can now combine the private K♠ with the public king and three nines, forming 9-9-9-K-K: a full house. B still selects 9-9-9-A-K, three of a kind. Re-evaluate the category before comparing kickers. A board change can create a stronger category, not merely change the spare cards.