HPD learning room · Squid Poker · Reviewed 18 October 2026

Squid Poker rules: markers, payouts and the finish line

A tiny pot arrives. The HPD spade wheels in a second trolley of chips, expecting another squid. Mara, our teacher, holds up her single marker. “Read the mode,” she says. The trolley stays. The extra marker does not.

Squid Poker adds a side-game race to ordinary poker. A qualifying win earns a marker, and finishing without one can create a separate payment. The catch is that Squid names several different formats. Before you price a decision, establish which wins count, when the round ends and what the losing player actually owes.

This guide uses two named, invented classroom profiles. Their amounts are hypothetical, expressed in big blinds (BB), and never presented as an app’s settings. Official examples appear separately. The six reveal-the-answer exercises are for off-table study, without real-money play.

Jump to the one-marker race, the token hunt, official examples, the final-hand calculation or six practice questions.

Keep two results

The poker result records chips won and lost in ordinary pots. The Squid result records side-game transfers. Winning a token does not prove that the poker hand was profitable, and losing the side game does not by itself mean that the session lost money.

Suppose your ordinary pot result is +7 BB and your side-game payment is 10 BB. Your combined result is -3 BB before any fees not already included. Record the payment once. Moving chips into a reserve is also different from losing them; a later refund returns your own chips.

The base game still determines the winning hand. Squid does not improve a weak flush or change Omaha’s hole-card requirement. Think of the marker as a second prize attached to a qualifying outcome, with its own eligibility test.

HPD Race-6: one marker is enough

Mara, Leo, Nina, Omar, Tess and Vic are our six adult practice players. Everyone remains in the round. The base game is single-board Hold’em, with no departures or mid-round entrants. Here is the complete side-game profile used in the Race-6 exercises:

• All six start with zero markers
• The sole winner of the main pot earns a first marker, including an uncontested main pot
• A tied main pot awards no marker. Winning only a side pot does not qualify
• A player who already has a marker cannot earn another
• The round ends immediately when five different players have markers
• The sole markerless player pays 2 BB to each of the other five

These qualification choices make the lesson testable. They are not universal Squid rules. Other tables may handle blind walks, chopped pots or multiple boards differently. Multiple-board hands are outside this teaching profile.

Follow these qualifying main-pot winners in order: Mara, Leo, Nina, Mara, Omar, Tess. Mara’s repeat win on hand four changes her poker result but leaves her marker count at one. Tess becomes the fifth distinct marked player on hand six. Stop there. Vic has no marker, so he pays five opponents 2 BB each: 10 BB total.

The round lasted six hands because of that particular sequence. Six players do not guarantee a six-hand round. Repeated wins and non-qualifying outcomes can delay the finish. Nor does Vic get a bonus rescue hand after the endpoint has been reached.

Mara and Tess each receive 2 BB, even though Mara won twice. A tiny qualifying pot and a large qualifying pot earn the same first marker. That is why a cheap win can matter, but it does not make any price worth paying.

HPD Hunt-10: repeated wins count

Hunt-10 keeps the same six players and sole-main-pot qualification rule. It changes the marker supply and settlement. There are ten tokens. Repeat winners can collect more. The round ends when all ten are awarded OR only one player remains markerless, whichever happens first.

At settlement, each markerless player pays every holder 2 BB for each token that holder owns. There are no multipliers, pooled contributions or fees in this classroom ledger. This direct-transfer formula is our declared example, not an inferred WPT HOME or ClubGG payout formula.

Take the final counts in player order: Mara 4, Leo 3, Nina 2, Omar 1, Tess 0, Vic 0. All ten tokens have been distributed, so the round has ended with two payers. Each pays 10 × 2 BB = 20 BB.

• Mara receives 4 × 2 BB × 2 payers = 16 BB
• Leo receives 3 × 2 BB × 2 payers = 12 BB
• Nina receives 2 × 2 BB × 2 payers = 8 BB
• Omar receives 1 × 2 BB × 2 payers = 4 BB

Receipts total 40 BB. Payments total 40 BB. The transfers sum to zero. Mara’s fourth token has value here; Race-6 would have stopped rewarding her after the first.

Now consider 3, 2, 1, 1, 1, 0. Only eight tokens have been awarded, but Vic is already the sole markerless player. Hunt-10 ends now. He pays 16 BB, divided as 6, 4, 2, 2 and 2 BB. The remaining two tokens are never awarded. A stock-only game would continue, which is why the word “or” deserves your attention.

What the official examples establish

WPT HOME’s official FAQ distinguishes Classic and Squid Hunt. Classic limits a player to one marker and makes the sole markerless player pay holders. Hunt permits several markers and explicitly ends when the stock is distributed or one markerless player remains. Exact sub-mode details are deferred to the in-game rules. The FAQ does not establish our 2 BB rate, ten-token stock or token-weighted formula. WPT HOME uses play money, without real-money wagering or cash prizes; it is not evidence about WPT Global cash tables.

The Lodge’s Stand Up Game explanation describes the physical one-win race: players stand until they win, then the last standing player pays an amount agreed beforehand to every opponent. Hold’em or PLO continues under its usual rules. That is a helpful analogy for Race-6, not a complete rulebook for modern app edge cases.

ClubGG’s public table-creation help lists a configurable 1–10 BB penalty, activation after 1–50 hands or 5–60 minutes, and a configurable minimum-player requirement. These are start triggers, not a stated round length. Its brief article leaves qualification and settlement details unresolved. Do not copy those settings into another GG-branded product.

Triton’s October 2024 Jeju reporting documents a historical Super Squid round in which six tokens, a $3,000 token value, a triple multiplier and two payers produced a $108,000 receipt: 6 × 3,000 × 3 × 2. That example demonstrates multiplier exposure. It does not establish a current table offering or a universal multiplier schedule.

Read the small print before the first hand

A label saying “2 BB Squid” leaves the expensive part unanswered. Is that 2 BB total, per opponent or per token? Ask for the settlement unit and the maximum amount you could owe under the selected settings. Then check these details in the current table rules:

• Participants: who enters the round, and whether late arrivals are included
• Eligibility: main pots, side pots, uncontested wins, blind walks and ties
• Runouts: how multiple boards, insurance or cashouts affect marker awards
• Endpoint: a last markerless player, exhausted tokens, a clock, or a combination
• Settlement: direct transfers, a pooled contribution, a reserve, and any multiplier thresholds
• Exits: what happens on a sit-out, disconnection, empty stack or departure

Do not fill a missing rule with the most convenient assumption. A side-pot winner may have received chips without winning the qualifying main pot. Splitting the poker pot across two boards does not, by itself, explain where the marker goes. A screenshot of a lobby label cannot settle either question.

If a reserve is used, distinguish the displayed total from the chips available for normal bets. Suppose 100 BB belongs to you and 10 BB is held separately: the spendable portion may be 90 BB under that reserve arrangement. A 10 BB refund restores access to your money; it does not create 10 BB of winnings. Confirm the actual implementation before using those figures.

What changes a sensible decision

A first marker can remove payment exposure and create a possible receipt. A later token can increase receipts in a hunt. Neither benefit exists in unlimited quantities. Compare the side-game benefit with the chips at risk, your chance of winning and the opportunities that remain.

Position still matters. So do effective stacks, fees, opponents and the strength of your hand. A player without a marker may contest more pots, but their empty marker space does not prove that a particular raise is weak. A marked player can still have a strong hand and a good reason to play.

Early in Race-6, folding often leaves several future chances to qualify. The full 10 BB penalty is not automatically the cost of each fold. Near the endpoint, however, one hand can settle everything. That distinction is more useful than a blanket instruction to widen every range by a fixed percentage.

Beware the small-symbol trap. Risking an extra 60 BB solely to avoid a possible 10 BB payment needs more justification than “I wanted my squid.” Review the ordinary poker value and the added side-game value separately. The marker can change a close decision; it cannot erase the price of a bad one.

Price a genuinely final chance

In Race-6, four marked players have folded. You and one opponent are the last two markerless players, and the only players still in this hand. The opponent has made a final bet. A fold awards them the qualifying pot; a call decides the sole winner. There are no ties, further bets or extra fees. Either outcome ends the round.

These figures measure changes from the current decision; chips you put in earlier are sunk costs. The existing pot is 20 BB, including the opponent’s bet but excluding your possible 10 BB call. Assume a 25% win probability. Folding costs you the 10 BB settlement. Calling and winning gains the existing 20 BB plus your 2 BB receipt: +22 BB. Your returned call is not extra profit. Calling and losing costs the 10 BB call and the 10 BB settlement: -20 BB.

Calling therefore averages 0.25 × 22 + 0.75 × (-20) = -9.5 BB. Folding gives -10 BB. Calling is better by 0.5 BB within this exact model, even though both results are negative. Comparing the call with zero would erase the penalty that folding actually triggers.

For an existing pot P, call cost C, loss-side payment D and win-side receipt R, calling returns q × (P + R) – (1 – q) × (C + D). Folding returns -D. The break-even probability is C ÷ (P + C + D + R). Here that is 10 ÷ 42, about 23.81%.

This is a terminal-hand calculation, not a general Squid chart. Change the endpoint, introduce ties or leave future marker opportunities, and the model must change. It also takes the win probability as an assumption; it does not estimate your equity.

Six questions before the curtain call

Choose an answer before opening each explanation. Use Race-6 or Hunt-10 exactly as defined above; do not import another operator’s rules.

Race-6 winners are Mara, Leo, Nina, Mara, Omar, Tess. On which hand does the round end, and who remains markerless?

1. Reveal the round-ending hand

Hand six. The marker counts are 1, 1, 1, 1, 1, 0. Mara’s repeat win adds no marker. Tess supplies the fifth distinct winner, leaving Vic markerless. No further hand belongs to this round.

Start a fresh Race-6 round. Mara wins the main pot while Leo wins only a side pot. Next hand, Nina and Omar tie the main pot. How many markers have been awarded?

2. Reveal who earned a marker

One, to Mara. Leo’s side-pot-only win fails this profile’s qualification rule. The tied main pot awards nothing. These results follow the declared classroom rules, not a universal rule about all Squid games.

Race-6 ends with Vic markerless. His ordinary poker result is +7 BB, before any additional fees. What does he pay, and what is his combined result?

3. Reveal the bill and combined result

He pays five recipients × 2 BB = 10 BB. His combined result is +7 – 10 = -3 BB. Each other player receives 2 BB. Across the side-game ledger, five positive 2 BB entries balance Vic’s negative 10 BB entry.

Hunt-10 finishes 4, 3, 2, 1, 0, 0. How much does each markerless player pay, and how much does Mara receive?

4. Reveal the Hunt-10 settlement

Each payer owes 20 BB. Mara receives 16 BB because both payers owe 2 BB for each of her four tokens. Total receipts are 16 + 12 + 8 + 4 = 40 BB, matching total payments of 20 + 20 BB.

The Hunt-10 counts are 3, 2, 1, 1, 1, 0. Two tokens remain. Does play continue, and what is Vic’s side-game bill?

5. Reveal whether eight tokens can end it

The round ends because only Vic remains markerless. He owes 8 × 2 BB = 16 BB. Receipts are 6, 4, 2, 2 and 2 BB. The two unused tokens provide no later opportunity. A stock-only endpoint would give a different answer.

Use the terminal Race-6 hand above, but reduce the assumed win probability to 20%. Does a 10 BB call into the existing 20 BB pot beat folding?

6. Reveal the final-hand decision

No. Calling returns 0.20 × 22 + 0.80 × (-20) = -11.6 BB. Folding returns -10 BB, so folding is better by 1.6 BB. The 20% assumption is below the 23.81% threshold. At 25%, the earlier answer reverses by a small margin.

Leave with the rules, not a promise

Before joining, write down the participant count, qualifying win, endpoint and settlement formula. Include possible side payments in your spending limit, and understand departure rules before committing to a round. Do not chase a missed marker or use these exercises as real-time assistance. If the rules remain unclear, sit out.

The HPD spade points to the Sushi Poker rules next: another lesson where the ordinary pot and a separate account must stay distinct. For related study, visit HPD Info & Tools. If you are comparing club arrangements, the HPD PPPoker guide provides that separate context; this lesson does not verify a currently available Squid table, price or club offer.