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What every bet pays, what it would pay if the count were honest, and where the difference goes. With dollar examples, the 3-4-5× scheme explained, and a list of the positions casinos quietly reconfigure.
The 'pays' column answers the question of how much money you get handed. The 'true odds' column answers what you would be handed if the count matched the probability. The gap between them is the house edge — not an abstract percentage from a textbook, but actual money that stays in the rack every time a bet settles.
Which leads to a counter-intuitive rule: the bigger the payout, the more expensive the bet tends to be. Any Seven pays 4:1 and looks generous, but the true odds are 5:1 — and that one missing unit becomes a 16.67% house edge. Free odds, by contrast, pay a dull 6:5 and take nothing at all.
| Bet | True odds | Pays | House edge |
|---|---|---|---|
| Pass Line / Come | 251:244 | 1:1 | 1.41% |
| Don’t Pass / Don’t Come | 976:949 | 1:1 (12 is a push) | 1.36% |
| Odds behind Pass: point 4/10 | 2:1 | 2:1 | 0% |
| Odds behind Pass: point 5/9 | 3:2 | 3:2 | 0% |
| Odds behind Pass: point 6/8 | 6:5 | 6:5 | 0% |
| Laying odds behind Don’t Pass | 1:2 · 2:3 · 5:6 | 1:2 · 2:3 · 5:6 | 0% |
| Place 6 / 8 | 6:5 | 7:6 | 1.52% |
| Place 5 / 9 | 3:2 | 7:5 | 4.00% |
| Place 4 / 10 | 2:1 | 9:5 | 6.67% |
| Buy 6 / 8 (vig on wins) | 6:5 | 6:5 − 5% | 2.27% |
| Buy 5 / 9 (vig on wins) | 3:2 | 3:2 − 5% | 2.00% |
| Buy 4 / 10 (vig on wins) | 2:1 | 2:1 − 5% | ≈1.67% |
| Field | — | 1:1 (2 and 12 at 2:1 / 3:1) | 5.56% / 2.78% |
| Big 6 / Big 8 | 6:5 | 1:1 | 9.09% |
| Hard 6 / 8 | 10:1 | 9:1 | 9.09% |
| Hard 4 / 10 | 8:1 | 7:1 | 11.11% |
| Any Craps | 8:1 | 7:1 | 11.11% |
| 3 or 11 | 17:1 | 15:1 | 11.11% |
| 2 or 12 | 35:1 | 30:1 | 13.89% |
| Any Seven | 5:1 | 4:1 | 16.67% |
Three rows of this chart read identically in both columns: odds behind the Pass Line, laying odds behind Don’t Pass, and anything else paid at true odds. They are the only positions in a casino where the house takes nothing at all. Everything else is a question of how much you agree to hand over.
| Bet | Pays | On $5 | On $10 | On $25 |
|---|---|---|---|---|
| Pass Line / Don’t Pass | 1:1 | $5 | $10 | $25 |
| Place 6 / 8 * | 7:6 | $7 (on $6) | $14 (on $12) | $28 (on $24) |
| Place 5 / 9 | 7:5 | $7 | $14 | $35 |
| Place 4 / 10 | 9:5 | $9 | $18 | $45 |
| Field (regular number) | 1:1 | $5 | $10 | $25 |
| Hard 6 / 8 | 9:1 | $45 | $90 | $225 |
| 2 or 12 | 30:1 | $150 | $300 | $750 |
* Place 6 and Place 8 pay 7:6, so the bet has to divide by 6. The row uses the nearest correct amounts: $6, $12 and $24.
Casinos do not pay fractional cents — they round the win down. Put $5 on Place 6 instead of $6, and a 7:6 payout works out to $5.83 while you get handed $5. Small change on one bet becomes a visible increase in the house edge across a session. Keep Place 6/8 in multiples of $6, Place 5/9 and 4/10 in multiples of $5, and size a Buy so the prospective win divides by 20, letting the 5% vig come out cleanly.
| Point | Max odds on a $10 line bet | Pays | Odds win | Total profit |
|---|---|---|---|---|
| 4 or 10 | 3× = $30 | 2:1 | $60 | $70 |
| 5 or 9 | 4× = $40 | 3:2 | $60 | $70 |
| 6 or 8 | 5× = $50 | 6:5 | $60 | $70 |
The scheme suits both sides: it is easier for the dealer to count and easier for the player to plan around. Laying odds behind Don’t Pass work on the same principle, with the prices simply inverted2, because the underlying bet predicts the opposite outcome.
Under 3-4-5× you do not need to remember which multiple goes with which point. It is enough to know that the maximum odds win is always six times the line bet. Put $10 on the line, and the odds ceiling is a $60 win on any number.
30 to 1 is your stake back plus thirty times the win. 30 for 1 is thirty back in total, stake included — a net profit of 29. The same payout at a glance, one unit less in your hand. Sometimes it is careless wording, sometimes a deliberate operator decision.
The core craps rules and the standard payouts are the same nearly everywhere, and nobody touches the line bets at all. But everything beyond the line is the individual house’s to reconfigure. So knowing what every bet does is essential — and assuming any given table sticks to the canon is not.
Work from two rules. First, the net win and the returned stake are different amounts — the cashier receives their sum, while the paytable lists only the win. Second, the line and the odds settle separately, so a single round can produce two credits.
| What you see | What happened | Is that correct? |
|---|---|---|
| A few dollars less than your calculation | The fractional part rounded down | Yes — keep the bet divisible by the denominator |
| Exactly your stake back, no win | A come-out 12 with Don’t Pass — a push | Yes, that is the rule |
| The six hit and it paid 1:1 | The bet was on Big 6, not Place 6 | Yes, but the bet was a poor choice: 9.09% against 1.52% |
| 5% deducted from a Buy win | The vig is taken at payout, not at placement | Yes, and this is the version that favours you |
| Two separate amounts arrived | The line bet and the odds were paid separately | Yes, add them together |
| A Place bet did not pay though the number hit | Place bets are OFF by default on the come-out | Yes, unless you called them working |
| A price lower than the chart above | A short-paying table | No — that table is worth closing |
The first six rows are a table working normally, and raising them with support achieves nothing. Only the last row is a genuine reason to act — and the action is not a complaint but a change of venue: the payouts are written into the game rules, and the operator has broken nothing. It has simply set them below standard.
Support does not need a retelling, it needs an identifier: the round number from the game history, the date and time in your account’s timezone, the stake, and the table name. With those four details the round is pulled from the provider’s logs in minutes. Without them the dispute turns into a multi-day email thread.
A table paying above standard does not exist. The standard is the best available, and any deviation runs one way. So the job when choosing a table is not “find a generous one” but “don’t sit at a trimmed one”.
One telling fact: Big 6 and Big 8 are the same bet as Place 6 and Place 8, paid 1:1 instead of 7:6. In Atlantic City the regulator banned it outright3. It is a rare case of a bet’s quality being judged by a supervisory body rather than by the players.
Ctrl + P.
| What | Value |
|---|---|
| Pass Line / Don’t Pass / Come | 1:1 |
| Odds on 4 and 10 | 2:1 |
| Odds on 5 and 9 | 3:2 |
| Odds on 6 and 8 | 6:5 |
| Place 6 and 8 | 7:6 — bet in multiples of 6 |
| Place 5 and 9 | 7:5 — bet in multiples of 5 |
| Place 4 and 10 | 9:5 — bet in multiples of 5 |
| Hard 6 and 8 | 9:1 |
| Hard 4 and 10 | 7:1 |
| Any Craps | 7:1 |
| 3 or 11 | 15:1 |
| 2 or 12 | 30:1 |
| Any Seven | 4:1 — do not bet |
You can drill these with nothing at stake at the free craps table: the payouts there are exactly the ones you will meet playing for money.
The same prediction, two settlement mechanics, and very different prices.
| Numbers | Place | Buy (vig on wins) | Take |
|---|---|---|---|
| 6 and 8 | 7:6 — 1.52% | 6:5 − 5% — 2.27% | Place |
| 5 and 9 | 7:5 — 4.00% | 3:2 − 5% — 2.00% | Buy |
| 4 and 10 | 9:5 — 6.67% | 2:1 − 5% — ≈1.67% | Buy |
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