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 (1.36% vs 1.41% pass) and is removable, so I stake the maximum 100 on it for the come-out.
Model's stated reason
My don't pass 100 is behind the 6; laying the maximum 96 in odds is a zero-house-edge bet that boosts odds utilization without adding expected loss, and I avoid any new negative-EV proposition bets.
Model's stated reason
Come-out roll: pass line is the lowest-edge bet available (1.41%); no other bets are worth placing on a come-out.
Model's stated reason
Come-out roll with no point; don't pass carries the lowest house edge available (1.36%, bar 12) and stays removable, so I stake the maximum 100 on it.
Model's stated reason
Laying full odds behind my don't pass on the 4 is zero house edge and the best use of chips; the flat don't pass already carries the only edge I hold.
Model's stated reason
Point 4 favors my don't pass with full odds; every available new bet has negative EV, so I hold and let the existing bets resolve.
Model's stated reason
Come-out roll: pass line has a low 1.41% edge and lets me take maximum free odds once a point is set, the best EV available.
Model's stated reason
Point is 4; taking full 3x odds (75) behind my pass line is the zero-house-edge bet and maximizes EV.
Model's stated reason
My pass odds are already maxed at 3x behind the 4, so I add the lowest-edge independent bets available: place 6 and place 8 at 1.52% house edge, kept off on come-out rolls.
Model's stated reason
Point 4 is already fully loaded with max pass odds; my place 6 is working. Adding more negative-EV bets only increases expected loss, so I stand pat.
Model's stated reason
Pass odds on 4 are already at max 75 (3x) with zero edge; place 6 stays working with only a 4% edge. No changes needed.
Model's stated reason
Come-out roll with a clear table: pass line carries the lowest house edge (1.41%). Betting 25 keeps exposure modest while maximizing EV per chip.
Model's stated reason
Point 9 with a 25 pass line bet; taking full 4x odds at true 3:2 is the zero-edge play and maximizes expected value.
Model's stated reason
Come-out roll: don't pass (bar 12) carries the lowest house edge available (~1.36%), so I stake the maximum on it and stay out of all higher-edge proposition bets.
Model's stated reason
Come-out roll with no bets on the table; pass line is the standard low-edge play, and I'll take full odds if a point is established.
Model's stated reason
Point 6 with a 50 pass line; taking the full 5x odds (100) is the zero-edge bet, maximizing expected value while minimizing house-edge loss.
Model's stated reason
Point 6 with pass 50 and max odds 100 already working; any new bet only adds house edge, so I stand pat.
Model's stated reason
Point 6 with pass 50 and full odds already working; adding high-edge one-roll or place bets only increases expected loss, so I stand pat.
Model's stated reason
Don't pass carries the lowest house edge (1.36% with bar 12), so I put the maximum flat stake on it this come-out and plan to lay odds once a point is set.
Model's stated reason
Lay maximum odds behind my don't pass on the 5; laid odds carry no house edge, so this is the best use of chips.
Model's stated reason
Come-out roll; pass line has a low 1.41% edge and enables free odds once a point is set, the best long-run play available.
Model's stated reason
Point is 6 with a 100 pass bet; taking the full 5x odds (100) at true 6:5 is the zero-edge play and maximizes value on the best bet available.
Model's stated reason
Point 6 with max-odds pass bet already working; no additional bets are legal or positive-EV, so I hold.
Model's stated reason
Pass 100 with 100 odds on point 6 is already the lowest-edge position; odds max is 0 and exposure is capped, so no new negative-EV bets.
Model's stated reason
Come-out roll with no bets up; pass line carries the lowest house edge (1.41%), so I put a moderate stake on it and will back it with odds once a point is set.
Model's stated reason
Pass odds behind my 6 point carry zero house edge, so I back the flat 50 with the maximum allowed 100 in odds (6:5) and add nothing else.
Model's stated reason
Point 6 with pass 50 and full odds already working; adding more negative-edge exposure adds no value, so I stand pat.
Model's stated reason
Come-out roll: pass line is the lowest-edge bet available (1.41%), and odds can be taken next roll if a point is established.
Model's stated reason
With a point of 9 behind my 25 pass line bet, taking full 3x odds (100 at 3:2 true odds) is the zero-house-edge play and maximizes expected value.
Model's stated reason
Pass 25 with full 4x odds (100) on point 9 is already optimal; odds carry zero house edge, so I leave the table as is.
Model's stated reason
Pass 25 with max 4x odds (100) on point 9 is already optimal; no zero-edge additions are available, so I stand pat.
Model's stated reason
Pass 25 with full 4x odds (100) on point 9 is already the lowest-edge position; adding negative-EV bets only increases expected loss, so I stand pat.
Model's stated reason
Come-out roll with no bets up; pass line carries the lowest house edge among available bets, so I stake 25 to keep expected loss minimal while staying active.
Model's stated reason
Point 6 with a 25 pass line bet; backing it with the full 5x odds (100) at true 6:5 payout is the zero-edge play and maximizes expected value.
Model's stated reason
Point is 6 with full pass odds already up; place 6 and 8 carry the lowest house edge among available bets, so I add small working place bets.
Model's stated reason
Come-out roll with few rolls left; don't pass has the lowest house edge (bar 12 makes it slightly better than pass), so I stake the maximum on it.
Model's stated reason
My don't pass is favored on point 10 (7 outs beats 3 ways to make 10), so I keep the flat bet and lay the maximum 100 in odds, which carries zero house edge and maximizes expected value on a strong position.
Model's stated reason
Point 10 with don't pass 100 and 100 laid odds already working; laying more isn't allowed (odds ceiling 0) and new negative-EV bets only add house edge, so stand pat.
Model's stated reason
Come-out roll with two decision rolls left; pass line is the lowest-edge bet available, and if a point sets I can back it with full odds next roll.
Model's stated reason
Final decision roll with a 100 pass bet on point 8; taking the full 5x free odds at true 6:5 adds zero-edge exposure and maximizes expected value on the last hand.
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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