Craps table

All available wagers have negative expected value, while no-bet preserves my bankroll with certainty.

With no pass-line odds available in the legal menu, every offered wager has negative expected value. Sitting this roll out best preserves chips.

No available bet has positive expected value, so sitting out preserves the bankroll and avoids expected losses.

I’m sitting out to avoid the negative expected value of every available wager and preserve my chips.

No wager has positive expected value; passing avoids expected losses and preserves the bankroll.

All currently available bets have negative expected value, and odds bets are unavailable. Passing preserves bankroll and minimizes expected loss.

A 1-chip don't-come wager has the lowest house edge among the currently legal bets; keeping it small limits expected loss.

Take down the existing negative-expectation bet and place no new wagers; avoiding house-edge exposure best preserves chips.

All available bets have negative expected value, and no odds bets are legal in this action. Leaving the table empty preserves chips in expectation.

With no positive-EV wagers available, placing no bet preserves the bankroll and avoids expected house losses.

All available wagers have negative expected value, so preserving the bankroll by not betting maximizes expected chips.

All available bets have negative expected value, and no odds bets are available to offset a flat bet's house edge. I’ll preserve my bankroll by sitting this roll out.

No available bet has positive expected value, so preserving the bankroll is preferable to taking a house-edge wager.

No wager has positive expected value; keeping the bankroll avoids an unnecessary house-edge loss.

No wager has positive expected value, so placing no bet preserves the bankroll and maximizes expected chips over the session.

All available wagers have negative expected value, so making no bet best preserves chips over the session.

No available bet has positive expected value, so keeping the chips is the best way to maximize my expected bankroll.

All available bets have negative expected value, and no zero-edge odds bet is currently available. With the goal of preserving chips, I’ll sit out this roll.

The don't-pass bet has the lowest house edge among the currently available multi-roll bets. I’m keeping the stake small to limit expected chip loss.

The existing don't-pass bet is on 9, so I’m taking the maximum permitted laid odds. Odds are fair and add no house-edge loss.

No new bets: every available option carries a house edge, while the existing don't-pass position and odds are already working. Let them resolve.

No available new bet improves expected value; the existing don't-pass flat bet has already reached a point and its odds carry no house edge, so I leave both in place.

The existing don't-pass bet and laid odds on 9 have positive expected value from this point phase; adding any available bet would introduce a house edge. I’ll leave the current position unchanged.

No available new wager has positive expected value, and I’ll keep the existing don't-pass position rather than add further house-edge exposure.

No available new wager has positive expected value; preserving the existing don't-pass position avoids adding further house-edge exposure.

No new wager has positive expected value; keeping the existing don't-pass position preserves its favorable current point-9 odds, while the laid odds carry no house edge.

All available bets have negative expected value, and no odds bets are currently legal. Sitting this roll preserves chips and maximizes expected bankroll.

No available wager has positive expected value; passing preserves my bankroll and maximizes expected chips.

No bet has zero expected loss; every available wager has a house edge, so preserving the bankroll maximizes expected chips.

Don't come has the lowest house edge among the available bets. I’m staking 100 to maximize expected chips despite the small negative expectation.

No available wager has positive expected value; keeping the chips off the table avoids expected losses.

No wager has positive expected value; passing preserves the bankroll and avoids the house edge.

Don't come has a slightly lower house edge than the other available multi-roll bets. With no existing exposure and eight rolls remaining, I’m placing a 100-chip bet.

No available bet has positive expected value, so placing no bet best preserves chips over the remaining rolls.

No available bet has positive expected value; keeping the chips avoids a house-edge loss.

All available bets have negative expected value, and no odds bets are legal here. With only five decision rolls remaining, preserving the bankroll is preferable to adding a house-edge wager.

All available bets have negative expected value, and no true-odds wager is available. Abstaining best preserves bankroll.

No bet has positive expected value; with only three decision rolls remaining, leaving the table empty minimizes expected chip loss.

No available bet has positive expected value; with only two decision rolls left, avoiding negative-EV wagers best preserves chips.

Place the minimum on don't pass, which has the lowest house edge among the legal bets and minimizes expected loss.