Pressing bets in craps means increasing a wager after a win so that a later hit pays more. The idea is simple: use part of a winning payout to put more chips back into action. Pressing can produce much larger profits during a long roll, but it does not make the next number more likely. It changes bet size, total action, and variance.
Press, collect, same bet, and regress are four different instructions
Craps moves quickly, so the language matters.
Same bet means leave the working wager at its current amount and collect the payout.
Press means increase the wager. The exact amount should be stated when there is any ambiguity: “press the 8 to 30,” “press one unit,” or another clear instruction accepted at that table.
Collect means take the payout without increasing the bet.
Regress means reduce the working wager, usually after a hit or after reaching a planned exposure level.
Players also use phrases such as full press, power press, or parlay, but those expressions are not universal rules of craps. A dealer needs an exact chip instruction, not a system nickname.
That is especially important on Place 6 and Place 8 because clean bet units matter for the 7-to-6 payout. See Place 6 and Place 8 Strategy for the underlying wager.
A $12 Place 6 shows exactly what pressing changes
Start with $12 on Place 6. A winning 6 pays $14.
The player now has several choices:
| Choice after the hit | Working Place 6 after action | Amount of the $14 payout collected |
|---|---|---|
| Same bet | $12 | $14 |
| Press to $18 | $18 | $8 |
| Press to $24 | $24 | $2 |
| Take bet down | $0 | $14 plus original $12 returned |
If the player presses to $24 and 6 hits again, the $24 bet pays $28. If 7 appears first, the $24 loses.
The probability relationship has not changed. Once only 6 and 7 matter for resolution, there are five dice combinations for 6 and six for 7. The larger wager simply makes both possible bankroll movements larger.
Two short sequences show why pressing increases swing rather than certainty
Compare flat betting with pressing after the first hit.
Sequence A: 6, then 7
Flat $12 Place 6
- first 6: +$14;
- 7: -$12;
- net: +$2.
Press to $24 after the first 6
- first 6: +$14;
- press uses $12 of that profit to increase the wager;
- 7: -$24;
- net across the resolved results: -$10.
The player won first and then lost more because more money was exposed to the seven.
Sequence B: 6, 6, then 7
Flat $12 Place 6
+$14 + $14 - $12 = +$16
Press to $24 after the first 6, then keep it at $24
+$14 + $28 - $24 = +$18
Now the press helps slightly because the larger bet received another hit before the seven.
That is the entire proposition. Pressing performs better in sequences with repeat hits and worse when the next resolution is 7. It does not tell you which sequence is coming.
The added dollars keep the mathematics of the wager they are added to
For a $12 Place 6, the expected profit at resolution is:
EV = (5/11 × $14) + (6/11 × -$12)
EV = -$0.1818
The house edge is therefore about:
$0.1818 / $12 = 1.515%
If the player presses the wager to $24, the next resolved $24 Place 6 has the same percentage price:
EV = (5/11 × $28) + (6/11 × -$24)
EV = -$0.3636
The expected dollar cost doubles because the stake doubled. The house edge percentage on the Place 6 did not improve or worsen.
This is the cleanest way to understand pressing: the timing rule changes when you wager more, but it does not reprice the underlying bet.
A win-then-full-press plan can be priced without pretending streaks are predictable
Suppose the plan is:
- begin with $12 Place 6;
- if it loses to 7, stop the cycle;
- if 6 wins, press to $24;
- resolve the $24 bet once, then stop.
The first $12 decision has expected value of about -$0.1818.
The second $24 decision happens only if the first bet wins, which occurs 5/11 of resolved cycles. Its conditional expected value is about -$0.3636.
Expected cost of the whole plan:
-$0.1818 + (5/11 × -$0.3636) ≈ -$0.3471
Expected total resolved action is:
$12 + (5/11 × $24) ≈ $22.91
Applying the 1.515% Place 6 edge to that expected action gives the same approximate cost:
$22.91 × 1.515% ≈ $0.347
The press schedule changes the distribution of outcomes. It does not create a hidden advantage from winning first.
Not all presses have the same cost because not all craps bets have the same edge
“Pressing” describes bet sizing, not a specific wager. The quality of the added action depends on where the extra chips go.
Pressing Place 6 or Place 8.
The added amount keeps the roughly 1.52% house edge of those place bets.
Pressing Place 5 or Place 9.
The added amount faces a higher place-bet edge than 6 or 8.
Increasing hardways.
The player is adding money to a substantially higher-edge proposition than a Place 6 or 8.
Increasing odds behind Pass, Don’t Pass, Come, or Don’t Come.
True odds are a special case because the odds portion itself is paid at true odds and carries no house edge. Increasing free odds is therefore mathematically different from pressing a place or proposition bet. The line bet still has its normal house edge, but the added odds amount is not priced like a place-bet press.
That distinction matters. A rule such as “press every winner” is too vague to evaluate because the cost depends on which bets are being increased.
Use craps house edge to compare the underlying wagers before choosing a press pattern.
Press schedules are bankroll rules, not dice strategies
A press schedule can still be useful even though it cannot predict the dice. Its value is organizational.
Examples include:
- press one unit after the first hit, then collect;
- full press the first hit, collect the second;
- press until a preset maximum, then stay at that level;
- press only 6 and 8 while leaving other bets flat;
- regress after reaching a target exposure.
Those rules answer how much will I risk after a win? They do not answer what will the next roll be?
The danger begins when a bankroll rule is reinterpreted as evidence: “The shooter has hit two inside numbers, so pressing is now mathematically justified.” Two previous hits may explain why the player has profit available to press. They do not improve the next-roll probability.
Dealer arithmetic becomes more important as the bet grows
Pressing also creates operational complexity. The dealer has to pay the current wager correctly, add the requested amount, make change, position the chips cleanly, and repeat the instruction if needed before the next roll.
Place 6 and 8 should normally be kept in multiples that make the 7-to-6 payout clean. Examples:
| Place 6/8 | Standard win |
|---|---|
| $12 | $14 |
| $18 | $21 |
| $24 | $28 |
| $30 | $35 |
| $42 | $49 |
| $60 | $70 |
A player with $18 on 8 who wins $21 might say, “Press the eight to thirty.” The dealer adds $12 to the bet and returns $9 of the payout.
If the next 8 hits, $30 pays $35. Saying “same bet” means collect that $35 and leave the $30 working.
Clear wording protects both sides. “Press it” shouted while several payouts are being made can lead to a dispute over whether the player wanted a one-unit increase, a full press, or some other amount.
Pressing every hit can make the rail look healthier than the actual exposure
One psychological trap is treating chips won from the casino as less real than chips brought from the bankroll. After a place bet hits, the payout may feel like “house money,” so sending most of it back onto the layout feels painless.
Economically, a chip does not remember where it came from. Once the player owns the payout, pressing it creates a new wager.
A rail can therefore show a small profit while the layout contains a rapidly growing amount of exposed money. The correct session picture is:
Bankroll position = chips on rail + chips currently at risk - starting bankroll
Ignoring working bets makes aggressive pressing look safer than it is.
Pressing can produce memorable wins because it concentrates profit in long rolls
The attraction is real. If a shooter repeatedly hits numbers before sevening out, pressed bets can climb quickly and produce payouts far larger than flat betting would have produced.
That payoff shape explains why players remember successful press sessions so vividly. The strategy deliberately sacrifices some collected profit in ordinary sequences for larger exposure in exceptional sequences.
This is a variance choice. Flat betting produces a narrower range of bet sizes. Pressing creates a path-dependent range in which the amount at risk grows after success.
The variance simulator is the right tool for that question. Expected value tells you the average price of the action. Variance tells you how violently the path can differ from that average.
A disciplined press plan needs a ceiling and a collection rule
If a player chooses to press for entertainment, the most coherent plan states the limits before the roll starts:
- starting bet size;
- exact press increments;
- when to collect;
- maximum working bet;
- which wagers may be pressed; and
- when to regress or take bets down.
Without those limits, “pressing” can turn into automatic escalation after every win. The bankroll then becomes dependent on getting an unusually long sequence before the seven arrives.
The central truth remains simple: pressing can increase the payoff from a good roll because more money is working when numbers repeat. It can also turn a small winning sequence into a loss when the next resolution is 7. The dice are unchanged; only the stake path has changed.
For the opposite exposure choice, read regression betting. For component prices, use craps odds and craps house edge. The expected loss calculator is useful when comparing flat and escalating total action.