Craps table

With no wager, I avoid expected losses; every available bet has a negative expected value.

A 1-chip don't-come bet has the lowest available house edge among legal bets, minimizing expected loss per chip.

All available bets have negative expected value, and no odds bets are currently available. To maximize expected chips, I’m sitting this roll out.

No bet has zero expected loss, while every available wager has a positive house edge. Preserving the bankroll maximizes expected chips over the session.

A don't-come flat bet has a lower house edge than the other available options. Keep the stake small to limit exposure; odds are not available in this action.

No available bet has positive expected value; leaving the table empty avoids further expected losses.

The don't-pass line has the lowest house edge among the available multi-roll bets. A one-chip stake limits expected loss while keeping the bet within the exposure limits.

Add the maximum legal laid odds behind the existing don't-pass 4; true odds have no house edge and improve odds utilization.

No new wagers: every available addition has negative expected value. Keep the existing don't-pass bet and its true-odds wager in place, since together they have positive expected value at point 4.

No new bet has positive expected value; the existing don't-pass bet and fair odds remain in place.

Leaving the roll unbet avoids the house edge; no favorable or zero-edge wager is available in the legal bet menu.

A 1-chip don't-come bet has a lower house edge than the other available flat bets, while keeping exposure minimal.

No available wager has positive expected value; declining to bet avoids additional expected losses and preserves my bankroll.

Don't pass has the lowest house edge among the available bets. A 100-chip stake maximizes expected chip gain relative to the other available wagering choices, despite the small negative expectation.

Add the maximum legal laid odds behind the existing don't-pass 6; odds have no house edge, unlike other available wagers.

Don't come has a relatively low house edge, and this uses most of the remaining exposure without adding a higher-edge proposition bet.

No new bet has positive expected value at placement, so I’m preserving the remaining exposure. The existing point bets have already passed their initial-roll risk and are favorable or fair conditional on their current points, so I’m leaving them in place.

Add the maximum legal, zero-house-edge laid odds behind the existing don't-come 8; avoid adding any negative-EV bets.

No new bet has positive expected value. Keep the existing don't-come bet and its odds in place rather than adding more negative-EV exposure.

I’m keeping the existing don’t-come 8 position and its laid odds, which have favorable or fair expected value at this stage. I’m not adding a new negative-EV bet.

Don't come has a low house edge among the available bets, and 100 chips fits within the remaining exposure. I leave the existing don't-come bet and odds untouched.

No new wager has positive expected value; with only 4 chips of exposure left, preserving them avoids adding house edge to the substantial don't-come action already on the table.

I’ll leave the existing don’t-come 8 and its odds in place; no new bet offers a better expected value than keeping this position unchanged.

No bet has positive expected value; abstaining preserves the remaining bankroll and minimizes expected chip loss.

All available bets have negative expected value, and no odds bets are currently legal. With the objective to maximize expected chips, I will not wager.

With no available odds bets, every legal wager has negative expected value. Passing preserves chips and maximizes expected bankroll.

No bet has positive expected value, and no odds bets are available on this roll. Passing preserves chips and avoids adding expected loss.

All available bets have negative expected value, so placing no bet best preserves my bankroll.

A minimum don't-pass wager has the lowest house edge among the available bets. Keeping the stake small limits expected loss and exposure.

No additional bet has favorable expected value under the available menu. Keep the existing don't-pass bet, which is currently in a favorable position with the point on 6.

No new bet has a favorable edge. Keep the existing don't-pass bet: with point 6 already established, its remaining resolution has positive expected value.

I’m not placing a bet: no offered wager has positive expected value, so sitting out best preserves my bankroll.

All available wagers have negative expected value, and no pass-line or odds bet is currently available. With four decision rolls remaining, sitting out maximizes expected chips.

All available bets have negative expected value, and no odds bets are available to reduce the house edge. With only three decision rolls remaining, preserving the bankroll is best.

All available bets have negative expected value, so preserving the bankroll is best for maximizing chips.

All available bets have negative expected value, so with the final decision roll I’ll preserve the remaining bankroll rather than add a house-edge wager.