Roulette table

Ten straight-up bets of 20 use the full 200 spin limit. Any hit nets 520, which clears the 1,500 target in one spin with about 26% chance, so bold play keeps the house-edge drag low.

Bold play toward the target: two straight-up bets of 21 each. A hit pays 35×21, which minus the other losing bet nets 714 and lifts the bankroll from 800 to 1514. Covering two numbers per spin makes better use of the 19 remaining spins while keeping losses per spin small.

Only reaching 1,500 counts, so I'm using high-variance straight-up bets. Two 22-chip straights would net 748 if either hits, which reaches the target, while keeping enough bankroll to try again across the remaining 18 spins.

Only reaching 1500 counts and every bet has the same house edge, so aggressive bold play gives the best chance. Seven straight-ups at 28 each (196 total) cover 7/38 of the wheel, and a hit takes the bankroll to 1526.

I bet the smallest straight-up stake whose 35:1 payout would reach 1500 on a hit (518 - 29 + 1044 = 1533). This keeps most of my bankroll for further attempts over the 16 remaining spins.

With 489 chips and a target of 1500, I'm betting the minimum straight-up stake that reaches the target on a single hit (29 × 35 = 1015). That spreads my bankroll across about 13 independent 1-in-38 shots, roughly a 29% chance of success.

Only reaching 1500 counts, so I am staking the smallest straight-up bet that still reaches the target if it hits (460 - 30 + 1080 = 1510). This spreads the bankroll over as many long-shot attempts as possible in the remaining spins.

With 13 spins left, I stake the smallest amount on a single number that still reaches 1500 if it hits (430 + 35×31 ≥ 1500). This gives the most spins at a success chance, roughly 25%.

With 399 chips needing 1500 in 12 spins, the plan is a long-shot straight-up bet. A single hit on 33 chips pays 1155, which reaches the target. Keeping the stake that small spreads the bankroll across as many spins as possible, for roughly a 25% overall chance of reaching 1500.

This is a bold-play bet: 33 on a single number is the smallest stake whose 35:1 win (366-33+1188=1521) reaches the 1500 target in one hit. Keeping the stake that small leaves room for roughly nine such attempts before the bankroll runs out.

I need +1167 with 10 spins left, so a 34-chip straight-up (pays 35:1) reaches the 1500 target in one hit. Minimal-stake single-number bets stretch the bankroll over about 9 attempts, which gives roughly a 21% overall chance of reaching the target.

With 299 chips and 9 spins left to reach 1500, a single straight-up bet of 35 is the smallest stake that clears the target on a win (299 - 35 + 36*35 = 1524). Keeping each stake minimal preserves bankroll for as many further one-number shots as possible.

I need +1236 in 8 spins, so I'm using bold play: 36 on a single number pays 1260 and would put the bankroll at 1524 if it hits. This small stake keeps chips for about seven attempts at the target; the number is arbitrary, since past spins don't change the odds.

A 37-chip straight-up is the smallest stake that reaches 1,500 in one hit (228-37+37*36=1523). Using the minimum stake preserves the bankroll for about five more shots over the remaining spins.

Four straight-up bets of 41 each give a 4/38 (about 10.5%) chance to finish at 1,503 immediately. That beats spreading smaller straight-up bets across the remaining spins, which tops out around 10.1–10.3%.

With 27 chips and 3 spins left, only straight-up bets can reach 1,500. Splitting the bankroll into three 9-chip straights gives a higher overall chance of reaching the target (about 1.6%) than one big straight or other splits, once the best follow-up bets are accounted for.

Bankroll is 0 and no bets are legal (max total stake 0), so the only valid action is to place no bet.

My bankroll is 0 and no bet IDs are legal (max stake 0), so the only valid action is to place no bets.