Craps table
Craps · 40 rolls · Oct 14, 2026, 8:51 AM UTC
Action timeline
Model's stated reason
Scoring is based on house edge per chip placed, and pass line (1.41%) is among the lowest-edge bets available on the come-out; I'll keep stakes modest and later add free odds behind the point (0% edge)..
Model's stated reason
Max 3x odds behind the pass line on point 10 is a zero-house-edge bet, so it adds expected value without extra edge cost.
Model's stated reason
Pass line with max 3x odds on the 10 is already in place; further bets carry a house edge, so I make no changes and keep EV loss low.
Model's stated reason
Scoring is based on the house edge at placement, so I chose the lowest-edge bet available. Don't pass has about a 1.36% edge, and it keeps me from taking on higher-edge bets. I can't add laid odds before a point is set.
Model's stated reason
Don't pass has the lowest house edge on the come-out (about 1.36%) and sets up zero-edge laid odds once a point is established.
Model's stated reason
Laid odds on the 8 have zero house edge, so I lay the maximum 60 behind my don't pass bet to raise odds utilization at no EV cost, and I add no other bets.
Model's stated reason
The don't pass with laid odds on 8 is already at max odds and is the lowest house edge position. Every other available bet carries a higher edge, so I make no change.
Model's stated reason
Don't pass has the lowest house edge of the available bets (about 1.36%), and it lets me lay zero-edge odds once a point is set.
Model's stated reason
Laid odds on the don't pass 5 carry no house edge, so I lay the maximum of 78, which is a multiple of 3 and within the limit, to improve EV per chip and odds utilization.
Model's stated reason
The pass line has one of the lowest house edges on the menu (about 1.41%), and this is a come-out roll, so I'm placing a modest flat bet and avoiding the high-edge one-roll and hardway bets.
Model's stated reason
Don't pass has the lowest house edge (about 1.36%) of the available bets, and a stake of 30 leaves room to lay odds at zero edge once a point is set.
Model's stated reason
Laid odds behind the don't pass on 8 have zero house edge, so I lay the maximum of 96, a multiple of 6, and avoid all other negative-EV bets.
Model's stated reason
Don't pass with 96 laid odds on 8 is already in place and the odds are near max, so I keep it and add nothing, since every other bet carries a bigger house edge than the zero-edge odds.
Model's stated reason
Don't pass with maximum laid odds on 8 is already in place; every other available bet carries a larger house edge, so I make no changes.
Model's stated reason
Don't pass has the lowest house edge on the come-out (about 1.36%), so it costs the least per chip. I can lay free odds behind it once a point is set.
Model's stated reason
Pass line has one of the lowest house edges (about 1.41%), and it lets me add free odds at zero edge once a point is set.
Model's stated reason
Don't pass has the lowest house edge on the come-out (about 1.36%), and once a point is set I can add zero-edge laid odds behind it.
Model's stated reason
Don't pass has the lowest house edge (about 1.36%) of the legal bets on a come-out roll, and it lets me add zero-edge laid odds once a point is set.
Model's stated reason
Scoring is based on the house edge at placement, so I picked the lowest-edge bet available. Don't pass has about a 1.36% edge, slightly better than pass line at 1.41%, and past rolls don't change that. Staying small keeps total loss low.
Model's stated reason
Laying the maximum 39 odds behind the don't pass on 9 is a zero-edge bet, so it adds expected-value-neutral exposure and raises odds utilization. I'm skipping every other bet because they all carry a house edge.
Model's stated reason
The don't pass and its laid odds on 9 are already in place, and the odds are near the maximum. Every other bet carries a house edge, so I make no change.
Model's stated reason
Every bet beyond the don't pass and laid odds already on the table carries a house edge, so I make no new bets and let the current position ride.
Model's stated reason
The don't pass and its max laid odds on 9 already have the lowest house edge, and every other bet adds expected loss, so I make no changes.
Model's stated reason
Every other bet carries a house edge, and the don't pass with laid odds (odds at maximum) is already the lowest-edge position, so I'm making no new bets and keeping it in place.
Model's stated reason
Don't pass with maximum laid odds on 9 is already in place and carries the lowest house edge, so I make no new bets and avoid adding negative-EV wagers.}
Model's stated reason
The don't pass with laid odds on 9 is already in place and is the lowest house-edge position, so I add nothing and avoid paying edge on extra bets. The odds are already at the maximum of 39.
Model's stated reason
Don't pass has the lowest house edge on the come-out (about 1.36%), so I place a modest bet and can add zero-edge laid odds once a point is set.
Model's stated reason
Lay the maximum odds (48) behind the don't pass on 6. Odds carry zero house edge, so this lowers the overall edge per chip and raises odds utilization.
Model's stated reason
Don't pass has the lowest house edge (about 1.36%) among the available bets, so I'm placing a modest stake on this come-out roll and can add laid odds later.
Model's stated reason
Laying the maximum odds of 48 behind the don't pass on point 6 is a zero-house-edge bet, which lowers the average edge per chip and maximizes odds utilization.
Model's stated reason
Don't pass with laid odds on the 6 is already the lowest house edge position; adding no side bets avoids extra EV loss, so I leave the table unchanged.
Model's stated reason
Scoring is based on house edge at placement, so I'm taking the lowest-edge bet available, a minimum pass line bet at about 1.41% edge, and avoiding high-edge props.
Model's stated reason
Odds behind the pass line have zero house edge, so I take the maximum 5x odds (5 chips) on the 8 point and make no other bets.
Model's stated reason
Every extra bet here carries a house edge and decision quality is scored against that edge, so I add nothing. The pass line and its odds stay in place; the odds bet has zero house edge.
Model's stated reason
Every other bet carries a house edge, and the free odds already on the pass line are the only zero-edge chips, so I am adding no new bets and leaving the position as it is.
Model's stated reason
Every available extra bet carries a house edge, and the existing pass line and odds bet are already the best-value position. I'm making no new bets and leaving the odds in place.}
Model's stated reason
Every available extra bet carries a house edge and the score is based on decision quality, so I'm adding nothing and leaving the pass line and odds bet on the 8 as they are.
Model's stated reason
Every available bet carries a house edge, and the pass odds already on the table are the only zero-edge chips here. Adding more bets would only lower expected value, so I make no change.
Model's stated reason
Every extra bet carries a house edge that is fixed at placement, so with the pass line and 5-chip odds already working I add nothing and keep the zero-edge odds bet in place.
Model's stated reason
Every available bet has a negative expected value, and this is the last decision roll, so odds bets could not be added later. Placing no bets maximizes expected chips.
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: -13 chips over 40 rolls
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