Poker side pots: who wins which chips?

Start with three different stacks

Alex has 300 chips, Blair has 800 and Casey has 1,200. They are playing three-handed no-limit Hold’em with 10/20 blinds. This is an invented example with no rake, antes or folded contributions.

Alex posts the small blind, Blair posts the big blind and Casey is on the button. Before the flop, Casey pushes in 1,200. Alex calls all-in for 300 in total; Blair calls all-in for 800 in total.

The totals include the blinds, so do not add them twice. A player cannot win chips from a pot they are not eligible for, as Pagat’s betting rules explains.

Three amounts. Two pots. One refund.

The main pot: 900

Alex’s 300 sets the first layer. Take 300 from each of the three players: 300 + 300 + 300 = 900. All three contributed and remain in the hand, so all three can win this pot.

The side pot: 1,000

Blair and Casey each have another 500 matched above the first 300. Only those two can win the 1,000-chip side pot. Alex’s cards are not compared for it, however strong they are (Pagat’s betting rules).

The refund: 400

Casey’s last 400 has no opponent to match it. It is returned rather than becoming a contested pot, following the uncalled-bet principle in the Poker TDA rules. Returning those chips is not winning them.

Now compare the hands

Alex wins the 900-chip main pot with three kings. Blair’s three nines beat Casey’s pair of aces for the 1,000-chip side pot. Casey keeps the 400 uncalled chips.

Alex: 900 final stack

Started with 300. Net change: +600.

Blair: 1,000 final stack

Started with 800. Net change: +200.

Casey: 400 final stack

Started with 1,200. Net change: -800.

Blair receives the bigger pot despite not having the best hand overall. Alex had the strongest hand but only 300 chips with which to contest the other stacks. The hand-ranking chart explains the card comparison.

Folded chips stay. Folded players cannot win.

Contribution and eligibility are different questions. Chips already committed stay in the pot when a player folds, but that player cannot win them at showdown (Pagat’s betting rules).

For a separate example, Alex contributes 300, Blair 800 and Casey 800. Drew adds 100 and later folds. The main pot is 300 + 300 + 300 + 100 = 1,000; the side pot remains 500 + 500 = 1,000.

Alex, Blair and Casey contest the main pot. Only Blair and Casey contest the side pot. Do not remove Drew’s chips when counting; remove Drew from the possible winners.

More than one side pot?

Further unequal all-ins can create additional side pots, each with its own eligible players (Pagat’s betting rules). Work upward from the smallest contribution rather than dividing one large pile after the cards are shown.

In a separate four-player example, A, B, C and D push forward 200, 500, 900 and 1,400 respectively. There are no folds, antes or other chips.

Main pot: 800

200 × 4. A, B, C and D are eligible.

First side pot: 900

(500 − 200) × 3. B, C and D are eligible.

Second side pot: 800

(900 − 500) × 2. Only C and D are eligible.

Uncalled: 500 returned

1,400 − 900. D keeps this amount; it is not a pot.

The pots total 2,500, with 500 returned, accounting for all 3,000 chips. Compare the eligible hands separately for each pot.

What happens when hands tie?

The Poker TDA rules puts it plainly: “Each side pot will be split separately.” A tie in one pot does not automatically mean every pot is shared.

In the first example, imagine Blair and Casey instead have equal winning hands for the 1,000-chip side pot. Each receives 500 from that pot. The 900-chip main pot is still decided among Alex, Blair and Casey.

If a pot cannot be divided evenly, the applicable game’s odd-chip rule decides the remainder (Poker TDA rules). Do not invent a sixth card to break a tied five-card hand.

Try a smaller stack

Take the idea into a hand

• Count contributions: include blinds already posted.
• Check eligibility: exclude folded players and anyone who did not reach that layer.
• Separate refunds: uncalled chips are not pot winnings.
• Compare stacks: a payout is not always the net gain.

These checks explain the result, not whether calling an all-in was a good decision. For the earlier betting decision, read the chip and call-cost guide.

At practice, name who can win each pot before reading the result. Do not force an all-in just to manufacture a side pot; hand puzzles offer another way to compare cards.

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