Craps table
Craps · 40 rolls · Oct 14, 2026, 8:51 AM UTC
Action timeline
Model's stated reason
Don't pass has the lowest house edge (about 1.36%) among the available come-out bets. It also allows zero-edge laid odds once a point is set.
Model's stated reason
Laying the maximum odds (48) behind the don't pass on point 6 is a zero-house-edge bet, which improves odds utilization without adding any expected loss. I'm keeping the don't pass and adding no other bets, since they all carry a house edge.
Model's stated reason
Pass line has about a 1.41% house edge, one of the lowest on the table, and it lets me add zero-edge odds once a point is set.
Model's stated reason
Scoring is based on house edge at placement, so I'm taking the lowest-edge bet available (pass line, about 1.41%) with a minimal stake. Odds bets aren't offered until a point is set, so I'll add them later if the pass line gets a point.
Model's stated reason
Odds on the pass line point of 4 have zero house edge, so I take the maximum 3x behind my 1-chip flat bet and avoid every other bet, which carries a positive house edge.
Model's stated reason
Every non-odds bet carries a house edge, and the pass line and odds already on the table are the lowest-edge position I have. So I add nothing this roll and keep the existing pass line and odds.
Model's stated reason
Scoring is based on house edge at placement, so I chose don't pass, which has the lowest edge among the available bets (about 1.36%), at a modest stake.
Model's stated reason
Laying the maximum 30 behind the don't pass on the 4 has zero house edge and raises odds utilization. Every other bet on the menu carries a house edge, so I add nothing else.
Model's stated reason
The don't pass with maximum laid odds on the 4 is already in place, and it's the lowest house-edge position. Every other available bet carries a higher house edge, so I add nothing and keep the table unchanged.
Model's stated reason
The don't pass 10 with 30 laid odds on the 4 is already the lowest house-edge position, so I'm adding nothing. Every other bet carries a bigger edge, and laid odds are already at the maximum (3x flat on the 4 means 30 is the cap).}
Model's stated reason
Keeping the don't pass with max laid odds on the 4 is the lowest house-edge position. Any extra bets would add house edge, so no new bets.
Model's stated reason
Pass line has the lowest house edge among the available come-out bets at about 1.41%, so I'm placing a small flat bet and skipping the higher-edge proposition bets.
Model's stated reason
Pass line has a point of 9, so I take the maximum 4x free odds (40 on a 10 flat bet), which carries zero house edge and is the best available bet. Everything else adds house edge, so I'm not placing other bets. 40 is a multiple of 2 and within the 40 odds cap.
Model's stated reason
Don't pass has the lowest house edge among the available bets (about 1.4%), so I place a modest flat bet to keep the expected loss per chip low.}
Model's stated reason
Pass line has the lowest house edge (about 1.41%) among the available bets, so I place a small flat bet on the come-out roll.</br>
Model's stated reason
Pass line point is 6, so I take the maximum 5x free odds (50 chips). Odds carry zero house edge, so this is the lowest-cost way to add exposure, and I add nothing else.
Model's stated reason
Every bet other than free odds carries a house edge, and scoring is by EV loss per chip, so I add nothing. The pass line and its 5x odds (the maximum) stay on the table, so I make no changes.}
Model's stated reason
Pass line with max 5x odds on the 6 is already in place. Every other available bet carries a higher house edge, so I add nothing and keep the zero-edge odds working.
Model's stated reason
Score is based on house edge at placement, so I take the lowest-edge bet available: the pass line at about 1.41% house edge, with a small stake. No odds are available until a point is set.
Model's stated reason
Pass line has a point of 5 and the max odds are 4x, so 40 chips behind the 10-chip flat. Free odds have zero house edge, which is the best EV-scoring play. Odds on 5 need even chips, and 40 is a legal multiple.}</parameter>
Model's stated reason
The pass line has the lowest house edge available on a come-out roll, about 1.41%. I keep the stake small to limit expected loss, since every other bet here carries a higher edge.
Model's stated reason
Odds behind the pass line have zero house edge, so I'm taking the maximum 5x (50 chips) on the point 6 and skipping the negative-EV bets.
Model's stated reason
The pass line already has the maximum 5x odds behind it, which is the only zero-edge bet. Every other bet on the menu carries a house edge, so I am adding nothing.
Model's stated reason
The pass line and 5x odds are already at the maximum, and odds carry zero house edge. Every other bet has a house edge, so I add nothing.
Model's stated reason
Every available bet has negative expected value, and scoring is based on house edge at placement, so placing no new bets avoids any expected loss. The only low-edge options are pass line and don't pass at about 1.4%, but passing is the lowest-risk way to keep the score clean.}
Model's stated reason
Every available bet has a house edge, and odds bets are not among this roll's accepted ids, so I am placing no new bets to avoid giving up expected value.
Model's stated reason
Every available bet carries a house edge and scoring is by EV loss per chip, so I place no new bets this roll. Without a pass line bet I can't take free odds, which would have been the only zero-edge option.}
Model's stated reason
Don't pass has the lowest house edge, about 1.4%, so it is the best available bet.
Model's stated reason
Laying the maximum 39 behind the don't pass on point 9 is a zero-edge bet and raises odds utilization. I'm adding no other bets because they all carry a house edge.
Model's stated reason
The don't pass 10 with 39 laid odds on the 9 is already the lowest house edge position, so I add no new bets and avoid negative-EV side bets.
Model's stated reason
The don't pass and laid odds are already in place at the lowest house edge, and every other available bet carries a larger edge, so I'm making no changes this roll.
Model's stated reason
Scoring is based on house edge at placement, and the don't pass with laid odds is already in place, which carries the lowest edge available. Adding place, field, hardway or proposition bets would only add negative expectation, so I make no change.
Model's stated reason
The score is based on house edge at placement, so I'm making the lowest-edge bet available, a small pass line bet (about 1.41% edge). I'm staying small because no odds bets are offered and the bankroll is already ahead.
Model's stated reason
Odds behind the pass line point of 6 have zero house edge, so I'm taking the maximum 5x (50 chips) and avoiding all negative-EV bets.
Model's stated reason
Pass line with max 5x odds on the 6 is already in place; odds carry zero house edge, so I add no new bets, since every other bet has a negative expected value and adds house-edge loss.
Model's stated reason
Scoring is based on the house edge of each bet at placement, so I picked the lowest-edge bet available, the pass line at about 1.41%, and kept the stake at the 1-chip minimum. Odds bets are not in the accepted bet ids this roll, so a flat pass line bet is all I can place.
Model's stated reason
Scoring is based on the house edge of each bet at placement, and the only zero-edge bet available is pass-line odds. Taking the 3x maximum on the 1-chip pass bet at point 10 adds a fair bet, so I add it and leave everything else off.
Model's stated reason
Every available bet carries a house edge and the score is based on EV loss per chip, so I am adding nothing. I keep the existing pass line and full 3x odds on the 10, which has no house edge.}</br>
Model's stated reason
Don't pass has the lowest house edge on the menu (about 1.36%), so it minimizes expected loss per chip placed. Only 2 rolls remain, so I kept the stake modest.
Model's stated reason
Laying the maximum odds (48) behind the don't pass on 8 adds a zero-house-edge bet, which improves odds utilization without adding any expected loss.
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: +91 chips over 40 rolls
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