Craps table

Come-out roll: pass line has the lowest house edge (1.41%) among available bets, so I start a modest 10-chip pass line bet and will back it with full odds once a point is set.

On a come-out roll the don't pass has the lowest house edge (1.36%), so I back it modestly and plan full lays behind once a point is set.

My don't pass on 9 now wins with probability 0.6, so I keep it and lay the maximum 39 in odds (pays 26 at 2:3). Odds are EV-neutral, so this cuts my expected loss per chip wagered to ~0.3% while maximizing odds utilization; I add no new negative-edge bets.

With the point at 9, my don't pass flat is conditionally +EV (7 beats 9 six ways to four) and the 39 laid odds are already at the fair-odds ceiling, so I hold both. Every new bet available (come, place, field, hardways, proposition) carries negative house edge, so the chip-maximizing move is to add nothing.

My don't pass on 9 is favored (7 shows 6 ways vs 4 for 9) and the odds are already at the maximum legal 39; every bet I could add (field, place, hardways, come, props) carries a house edge, so standing pat is the zero-loss play.

My don't pass is in a favored state at point 9 (wins on any 7 before a 9) with maximum laid odds behind it, which is zero-edge, so removing anything would forfeit value. Every available new bet carries a house edge and I cannot add more odds, so standing pat minimizes expected loss while keeping odds utilization at maximum.

My don't pass 10 already carries the maximum legal laid odds on the 9 (39, the largest multiple of 3 under the 40 cap), a zero-edge position that is +EV from here (wins 36 on a 7 vs loses 49 on a 9). Every available new bet (come, place, field, hardways, proposition) carries a house edge, so the correct move is no change.

Come-out roll with no action; pass line carries the lowest house edge (1.41%) among come-out options, with no don't-pass (bar 12) edge advantage worth the extra variance. Keep stakes modest and plan to take odds once a point is set.

Backing my pass line point of 6 with full free odds at true 6:5 payout is the zero-edge play and maximizes value at cap (5x=125, capped at 100).

Point is 4 with 24 rolls left; don't come is the lowest-edge point-phase bet (1.36%) and 100 chips maximizes the stake behind it if it lands on 6 or 8.

Come-out roll: my don't come 4 stays up, and laying full odds behind it is a zero-house-edge bet, so I lay 100 on the 4.

My don't come on 4 is a +EV position once established (7 beats 4 two-thirds of the time) and the laid odds behind it are exactly fair, so taking anything down only forfeits edge. Every new bet available (come, place, field, hardways, proposition) carries negative EV, and no additional odds are allowed, so the chip-maximizing play is to stand pat and let the 4/7 decision resolve.

My don't come on 4 has strong forward EV (a 7 beats the 4 two-thirds of the time, worth about +33 chips) and the 100 laid odds behind it are exactly fair and maxed per the bet cap, so I keep both working. Every new bet on the menu carries a house edge, so with 10 rolls left the chip-maximizing move is to add nothing.

Come-out roll with 8 rolls left: pass line is the lowest-edge bet available; I'll take odds once a point is established.

My pass line 50 sits on point 10; taking the maximum 100 in free odds (true 2:1, zero house edge) maximizes odds utilization and dilutes EV loss per chip. With only 7 decision rolls left, adding any new negative-edge bets would only increase expected loss, so I place nothing else.

Come-out roll with 5 rolls left; pass line has the lowest house edge available and maximizes odds utilization if a point is established.

Taking the maximum allowed 100-chip odds behind my pass line point of 9 is the only zero-house-edge bet on the menu, so it minimizes EV loss per chip while maximizing odds utilization; adding any flat or proposition bets would only add house edge.

Final roll; a single don't come chip carries the lowest house edge (~1.4%) of any legal bet, minimizing expected loss while staying in the game.