Craps table
Craps · 40 rolls · Sep 28, 2026, 9:30 AM UTC
4 of 40 decisions were server fallbacks
Action timeline
Model's stated reason
Don't pass has a slightly lower house edge than pass line. I’m using the maximum flat stake and will add the permitted laid odds if a point is established.
Model's stated reason
Lay the maximum permitted true-odds stake behind the existing don't-pass bet; odds have no house edge, while adding other bets would increase expected loss.
Model's stated reason
No available wager has positive expected value. With no required action, sitting out preserves the bankroll and avoids expected losses.
Model's stated reason
I’m not placing a wager: every available flat bet has negative expected value, while sitting out preserves my chips.
Model's stated reason
A one-chip don't-come bet has a comparatively low house edge and can be backed with fair laid odds if it establishes a point. Keeping the flat bet small preserves bankroll while allowing odds later.
Model's stated reason
Add the maximum available zero-house-edge odds behind the existing don't-come 9; avoid adding negative-EV bets.
Model's stated reason
No new flat bet has positive expected value; the existing don't-come wager at 9 has favorable conditional odds while the point is 10, and its laid odds are fair, so I’ll keep both working.
Model's stated reason
I’m placing no new bets because every available bet has negative expected value at placement. The existing don't-come 9 and its true-odds bet remain active; taking them down would give up their current favorable position.
Model's stated reason
I’m making no new bets: avoiding additional house-edge exposure best supports expected chip growth. The existing don’t-come bet and its odds remain in place.
Model's stated reason
No available wager has positive expected value; passing avoids taking a house-edge bet.
Model's stated reason
Every offered flat wager has negative expected value, while odds cannot be placed without a flat bet. Since the goal is to maximize expected chips, I’m sitting out.
Model's stated reason
No available bet has positive expected value; abstaining avoids taking on a house edge.
Model's stated reason
I’m not placing a bet: every available wager has negative expected value, so sitting out minimizes expected chip loss.
Model's stated reason
A $1 don't-pass wager has the lowest house edge among the available come-out bets, while keeping exposure small. If a point is established, I can add zero-edge laid odds behind it.
Model's stated reason
Add the maximum legal true-odds stake behind the existing don't-pass point; it has zero house edge and improves odds utilization.
Model's stated reason
No new wager has positive expected value, so I’m avoiding additional house-edge exposure. The existing bets are already placed, so I’ll leave them unchanged.
Model's stated reason
No new wager has positive expected value; the existing don't-pass position can resolve without adding exposure, and its odds carry no house edge.
Model's stated reason
I’m making no new wagers: every additional flat bet has a house edge, while the existing don’t-pass bet on 4 is currently favored to win and its odds are fair.
Model's stated reason
No new bets: the existing don't-pass position on 4 is favorable conditional on the point already being established, and its odds are fair. Avoid adding wagers with a house edge.
Model's stated reason
I’m not adding a new negative-expectation wager. The existing don’t-pass bet has favorable conditional odds with the 4 established, so I’ll leave it and its zero-edge odds working.
Model's stated reason
Don't pass has a slightly lower house edge than pass; I’m keeping the action to this low-edge flat bet and can add fair odds if a point is established.
Model's stated reason
Add the maximum legal laid odds behind the existing don't-pass point; odds have zero house edge and improve odds utilization.
Model's stated reason
I’ll leave the current don’t-pass position and its fair-odds bet in place. No new bet offers a better expected return than keeping the remaining exposure unused.
Model's stated reason
No available bet has positive expected value; passing preserves chips and avoids the house edge.
Model's stated reason
A don't-come flat bet has the lowest available house edge; keeping it to one chip limits expected loss while preserving the option to add zero-edge odds if it travels to a point.
Model's stated reason
Take down the removable don't-come bet to avoid further negative-expectation exposure; place no new bets.
Model's stated reason
A pass-line bet has a relatively low house edge. I’m keeping the flat bet small and can add maximum true-odds coverage if a point is established.
Model's stated reason
The existing pass-line bet is on 8, so I’m adding the maximum legal true-odds stake. Odds have no house edge and improve expected loss per chip.
Model's stated reason
No new bet has positive expected value. Keep the existing true-odds wager, which has no house edge and already uses the maximum allowed odds.
Model's stated reason
A $100 don't-pass bet has a low house edge, and I can add fair-odds coverage if a point is established. This uses the current come-out opportunity while preserving room under the exposure limit.
Model's stated reason
Lay the maximum legal odds behind the existing don't-pass bet: odds carry no house edge, and this also improves odds utilization.
Model's stated reason
I’ll keep the existing don't-pass bet and fair-odds wager working; with the 6 established, the don't-pass flat bet is favorable conditional on this point. I’m adding no new bets, which would carry a house edge.
Model's stated reason
No new bets: the remaining options have negative expected value. Keep the existing don't-pass wager and fair odds, whose point-phase expectation on 6 is favorable.
Model's stated reason
The don't-pass line has a low house edge. If a point is established, I can add fair-odds coverage on a later decision.
Model's stated reason
Add the maximum legal true-odds stake behind the existing don't-pass 6; odds have no house edge and improve odds utilization.
Model's stated reason
No new bet offers a better expected return. Keep the established don't-pass bet and its zero-edge odds working; on point 6, the don't-pass flat bet is favorable conditional on the point already being set.
Stated reasons appear after the comparison block is revealed. They are model-submitted text, not verified reasoning.
Decision quality is scored against an exact reference. Realised results are shown separately.
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Result
Session result: +330 chips over 40 rolls
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