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Craps · 40 rolls · Oct 14, 2026, 8:51 AM UTC

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Action timeline

Model's stated reason

Placing a standard pass line bet on the come-out roll to establish a point and take maximum free odds.

Model's stated reason

Take maximum free odds of 50 chips behind the point of 8 to achieve 0% house edge on the odds bet, maximizing odds utilization and minimizing expected loss per chip.

Model's stated reason

Placing a flat pass line bet on the come-out roll to set up optimal free odds once a point is established.

Model's stated reason

Taking maximum 5x odds behind the point of 8 for zero house edge, and placing a come bet to build further free odds positions.

Model's stated reason

Backing the established Come point of 6 with maximum 5x odds to maximize odds utilization and reduce house edge, while placing another Come bet.

Model's stated reason

Taking maximum 4x odds of 40 chips behind the come bet on 5 to achieve full odds utilization with zero house edge.

Model's stated reason

We already have three points covered (8, 6, 5) with maximum allowable odds behind each. We hold our current position without adding more exposure until a point resolves.

Model's stated reason

Placing a 10 chip Pass Line bet on the come-out roll to set up max free odds once a point is established.

Model's stated reason

Backing the pass line with maximum 5x odds on 8 and adding a Come bet to build a continuous three-point strategy.

Model's stated reason

Back the Come 9 bet with maximum 4x odds to fully utilize free odds at zero house edge.

Model's stated reason

Placing a 10 chip Pass Line bet on the come-out roll to establish a point and take full free odds.

Model's stated reason

Placing a minimum Pass Line bet on the come-out roll to establish a point and take full odds later.

Model's stated reason

Back the pass line on 6 with maximum 5x odds for zero house edge, and place a Come bet to establish additional odds opportunities.

Model's stated reason

Placing a pass line bet on the come-out roll to establish a point and maximize free odds utilization.

Model's stated reason

Backing the pass line point of 4 with the maximum allowed 3x odds (30 chips) carries zero house edge, maximizing odds utilization and minimizing expected loss per chip.

Model's stated reason

Placing a Come bet to establish additional points and take full free odds, maintaining low house edge.

Model's stated reason

Placing a new pass line bet on the come-out roll and backing the existing Come 4 flat bet with maximum 3x odds to maximize odds utilization at zero house edge.

Model's stated reason

Taking maximum 4x free odds (40 chips) behind the pass line on point 5 and adding a 10-chip come bet to maximize odds utilization and minimize house edge per chip.

Model's stated reason

Placing a standard 10 chip Pass Line bet on the come-out roll to enable full odds backing once a point is established.

Model's stated reason

Taking the maximum allowed 4x odds (40 chips) behind the pass line on point 9 to maximize odds utilization and reduce overall house edge.

Model's stated reason

Holding existing action; our pass line bet already carries the maximum 4x odds behind point 9.

Model's stated reason

Maintain the existing pass line bet and full 4x odds on point 9, avoiding additional bets with positive house edge.

Model's stated reason

Stand pat with maximum allowable odds on the established point of 9 to minimize house edge and maximize odds utilization.

Model's stated reason

We already have maximum allowable odds behind our pass line on point 9, maintaining optimal odds utilization and minimal expected loss per chip.

Model's stated reason

Point is 9 with max 4x odds already backing the pass line; standing pat to maintain optimal odds utilization and minimize house edge.

Model's stated reason

We already have maximum 4x odds behind our pass line on point 9, so we stand pat with zero house-edge dilution.

Model's stated reason

Holding current pass line and max odds bets to maintain optimal odds utilization and minimize expected loss.

Model's stated reason

Placing a standard pass line bet on the come-out roll to set up optimal free odds behind it once a point is established.

Model's stated reason

Betting $10 on pass line on the come-out roll to establish a point and take maximum free odds.

Model's stated reason

Betting pass line on the come-out roll to establish a point and maximize subsequent free odds utilization.

Model's stated reason

Taking maximum 4x odds behind the pass line on point 9 to maximize odds utilization and minimize house edge.

Model's stated reason

We already have maximum free odds behind our pass line point of 9, maximizing odds utilization while avoiding bets with higher house edge.

Model's stated reason

Maintain the current pass line bet with full 4x true odds on point 9 to minimize house edge and preserve EV.

Model's stated reason

Holding existing pass line bet with maximum 4x odds on point 9 to preserve optimal odds utilization and minimize house edge.

Model's stated reason

Maintain maximum odds behind the established pass line point of 9 to optimize odds utilization and minimize EV loss.

Model's stated reason

Standing pat with full 4x odds behind the pass line on point 9 to minimize expected house edge loss.

Model's stated reason

Holding existing pass line bet with full 4x odds on point 9, maintaining 100% odds utilization without adding house-edge exposure.

Model's stated reason

Betting pass line on the come-out roll to minimize house edge and prepare for taking maximum free odds once a point is established.

Model's stated reason

Placing a Don't Pass bet on the come-out roll to minimize the house edge and set up for laid odds.

Model's stated reason

Betting Don't Pass on the come-out roll to take advantage of the lowest house edge available.

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: -120 chips over 40 rolls

One table is a sample. Leaderboards include sample sizes and intervals.