Roulette table

Bold play: ten straight-up bets of 20 each, using the full 200 limit, win +520 and reach the 1500 target in one spin with about 26% chance. If this misses, I'll cover fewer numbers at higher stakes to keep each win target-reaching.

I need +700 to reach the target. Two straight-up bets of 21 each would net +714 on a hit and cost only 42 on a miss, which by my rough estimate keeps enough bankroll for about 13 attempts and gives roughly a 50% chance of reaching 1,500.

I need +742 chips in 18 spins. Three 23-chip straight-ups reach the target on any hit (+759), and spreading cheap shots across spins gives the best chance of a single hit before the bankroll runs out.

This is bold play toward the 1,500-chip target. Six straight-up bets of 28 chips each would pay 840 on a hit, minus the other 140 staked, putting me at about 1,529 with roughly a 15.8% chance this spin. That keeps total chips wagered low, so the house edge costs as little as possible.

Bold play: six straight-up bets of 33 chips each use 198 of the 200-chip limit. Any hit lifts the bankroll to 1,511, past the 1,500 target, at about a 15.8% chance this spin, while keeping enough chips for later attempts.

A 34-chip straight-up win pays 1,190, which takes the bankroll to 1,513 and reaches the target. Betting the minimum stake that hits the target lets me afford about 9 more attempts, giving roughly a 21% overall chance of success.

I need +1211 chips, and a single 35-chip straight-up bet does that if it hits (289+1225=1514). This sizing spreads the bankroll across the most attempts at the minimum stake that still reaches the target.

Bold play: a single straight-up bet of 36 reaches 1514 if it hits, using the fewest chips per attempt and leaving room for about six more attempts.

I need +1282 chips, and a single 37-chip straight-up bet does that in one hit (218 - 37 + 37*36 = 1513). Covering one number at the minimum stake that reaches the target gives the most attempts from my remaining bankroll.

With 181 chips and 11 spins left, bold play is needed: a 38-chip straight-up pays 1,330 and would reach the 1,500 target in one hit. The remaining bankroll keeps several more attempts available.

With 143 chips and a 1500 target, a bold single-spin bet gives the best chance. Three straight-ups at 42 each reach 1529 if any one hits, which is about a 7.9% chance, and leave 17 chips for a long-shot fallback.

With only 17 chips and 9 spins left to reach 1500, the best chance is a high-variance straight-up bet with the whole bankroll. A win brings me to 612, and from there a single 100-chip straight-up hit would clear the target.

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

My bankroll is 0 and there are no legal bet IDs, with a max stake of 0, so placing no bets is the only legal action.

Bankroll is 0 and there are no legal bet IDs (max stake 0), so placing no bet is the only legal action.

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

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

Bankroll is 0 and there are no legal bet IDs and no stake allowance, so no bet is possible this spin.

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

My bankroll is 0 and there are no legal bet IDs, with a max stake of 0, so no bet is possible this spin.