Craps table

No bet has positive expected value; passing this roll preserves my bankroll and avoids taking a house edge.

A 1-chip don't-come bet is a low-house-edge way to participate while keeping exposure minimal; it may create an opportunity to add laid odds if it travels to a point.

No available wager has positive expected value; avoiding negative-EV bets best preserves chips and minimizes expected loss.

I’m not placing a bet: every available wager has a negative expected value, while sitting out preserves my chips.

A minimum pass-line wager establishes eligibility for true-odds betting if a point is set; odds have no house edge. I avoid all negative-expectation one-roll and proposition bets.

Add the maximum permitted true-odds stake behind the existing pass-line bet. Odds carry no house edge, unlike adding another flat or proposition bet.

No new bet has positive expected value; the existing pass odds are fair and should remain behind the pass line.

No available wager has positive expected value, so I’m avoiding additional house-edge exposure. The existing odds bet is fair and cannot be improved by changing it now.

No new wager has positive expectation; the existing pass-line odds are already at the allowed maximum and carry no house edge, so I’ll avoid adding house-edge bets.

No available wager has positive expected value, so sitting out preserves the bankroll and minimizes expected loss.

A 1-chip don't-come bet has a lower house edge than a come bet, while keeping expected loss and exposure minimal. If it establishes a point, I can add zero-house-edge laid odds on a later roll.

Add the maximum legal laid odds behind the existing don't-come point; odds are fair and improve odds utilization without adding house edge.

No new bet has positive expected value. Keep the established don't-come 9 and its fair odds; from this position, the flat bet has positive conditional expectation and the odds are fair.

No new wager has positive expected value; preserve the existing don't-come position, whose flat portion is favorable conditional on its established 9, with fair odds attached.

All currently legal bets have negative expected value, and no flat bet is available to support zero-edge odds. I’m preserving the bankroll by sitting out.

No available wager has positive expected value. Since preserving chips maximizes expected bankroll, I’ll make no bet this roll.

All available wagers have nonpositive expected value, while passing preserves my bankroll. I’m sitting out this roll.

No bet has positive expected value; leaving the table empty avoids taking on a house edge.

No wager has positive expected value, so staying out minimizes expected chip loss.

No available wager has positive expected value; passing preserves my chips rather than accepting a house edge.

Use the low-edge don't-pass flat bet; if a point is established, add the maximum legal laid odds to increase zero-edge odds utilization.

I’m taking down the removable don't-pass bet: from this point its expected return is below its stake. No new bets have positive expected value, so I’ll sit this roll out.

A one-chip don't-come wager has a comparatively low house edge; I’ll add maximum legal laid odds if it establishes a point, since odds carry no house edge.

No bet has positive expected value, so passing avoids expected losses and preserves the bankroll.

No available bet has positive expected value, so placing no bet avoids unnecessary house edge. Odds bets are unavailable in this point phase without an existing flat bet.

A 1-chip don't-come wager has the lowest house edge among the available flat bets. I avoid higher-edge props and preserve room to add zero-edge odds if the bet establishes a point.

Add the maximum legal true-odds wager behind the existing don't-come 4; it has no house edge and improves odds utilization.

No bet has positive expected value; sitting out avoids expected losses and preserves my chips.

A 1-chip don't-come bet keeps the house-edge exposure minimal while creating the opportunity to add fair laid odds if it establishes a point.

Add the full legal laid-odds amount behind the existing don't-come 4; it pays true odds and adds no house edge.

I’m not placing a bet: every available option has negative expected value, and no odds bets are currently available.

No available wager has positive expected value; leaving the table empty minimizes expected losses.

I’m making no bet: every available wager has negative expected value, so preserving my bankroll maximizes expected chips.

No bet has positive expected value, so keeping the remaining chips avoids adding expected losses.

No bet has positive expected value, and with no existing wagers the best way to maximize expected chips is to sit this roll out.

With no available odds bets, every legal wager has negative expected value; passing preserves chips and minimizes expected loss.

The don't-pass bet has a slightly lower house edge than pass line. I’m using a 100-chip flat bet and can add laid odds if a point is established.

Add the maximum permitted laid odds behind the existing don't-pass bet. Odds carry no house edge, and the stake uses the available odds limit without exceeding table exposure.

A minimal don't-pass wager has a slightly lower house edge than pass line and can support zero-edge laid odds if a point is established. With only two decision rolls left, I’ll keep exposure low and add odds if available next turn.

No new wagers: every available bet has negative expected value. Keep the existing don't-pass bet working, since with point 8 it has positive conditional expectation from here.