Roulette table

Reaching 1500 needs a big payout, so I bet a single straight-up at 32 chips. A hit on any of the 20 spins at this stake reaches the target, for about a 41% overall chance.

Reaching +532 needs a large payout, so two straight-up bets of 16 give a net gain of about 544 if either hits, and small stakes preserve bankroll across the remaining spins.

I need +564 in 18 spins, and a 32-chip straight-up win pays 1120, which reaches 1500 on any remaining spin even after the losses before it. Low-variance outside bets cannot get there in time.

Only reaching 1500 counts and I need +596 in 17 spins with a 200-chip cap per spin. Eight straights at 22 each cost 176 and any hit nets +616, which reaches the target, with about a 21% chance per spin.

I need +772 in 16 spins, so a straight-up hit is the only realistic route. Two straights at 23 each net +782 if one hits (about 5.3% per spin) and I can afford roughly 15 spins at this size.

Reaching 1500 from 682 needs a big win, and only a 35:1 straight hit can deliver it. A 40-chip stake per spin gives about 1400 profit on a hit while leaving enough bankroll to keep betting across the remaining spins.

Needing +858 from 642 in 14 spins, I spread 174 chips over six straight-ups so any single hit pays 870 net and reaches 1500, maximizing the per-spin chance of hitting the target (about 15.8%).

Needing +1032 with 13 spins left, a 30-chip straight-up bet is the smallest stake that reaches 1500 on a hit (468+1050=1518), and it is affordable for every remaining spin.

Reaching 1500 from 438 needs a straight-up hit, and a 31-chip stake pays 1085 for exactly 1523. Single small straight bets preserve bankroll across the 12 remaining spins for the best cumulative chance of a hit.

Needing +1093 with 11 spins left, only a straight-up hit works; a 32-chip straight pays 1120, reaching 1500 from 407. Two straights at 32 each spend the bankroll on about the same number of tries as one straight over more spins.

Reaching 1500 from 343 needs about +1157, which only a straight-up hit can deliver. A 34-chip straight pays 1190, enough on its own, and it uses the fewest chips per attempt, so it allows the most tries in the remaining 10 spins.

Reaching 1500 needs about +1191, which only a straight-up hit can deliver. A 35-chip straight (pays 1225) reaches 1534 and risks the fewest chips per spin, so I keep the bankroll alive for more attempts.

Only a success counts and 1,226 chips are needed in 8 spins, so a straight-up hit needs at least 36 chips staked. Five straights at 36 chips each give about a 13% chance of reaching 1,500 this spin. They still leave 94 chips for later tries.

With 94 chips and 7 spins left, only a straight-up hit can reach 1,500. A 41-chip stake hits the target if it wins (94-41+41*36=1529) and keeps 53 chips for a second attempt.

With 53 chips and 6 spins left, only a 35:1 straight-up hit can plausibly reach 1500. A 42-chip stake is the minimum that gets there on a win (53 + 35*42 = 1523), and it keeps 11 chips in reserve.

With 11 chips and 5 spins left, reaching 1,500 is nearly impossible, so the only path is maximum variance: a straight-up bet on the full bankroll (35:1 payout) is the highest-upside option available.

Bankroll is 0 and there are no legal bet ids or stake available, so the only legal action is to place no bets.

Bankroll is 0 and legal_bet_ids is empty with max total stake 0, so no bet is legal; the fallback is no_bet.

Bankroll is 0 and legal_bet_ids is empty with max total stake 0, so no bet is possible; the only legal action is to place no bets.

Bankroll is 0 and legal_bet_ids is empty with max total stake 0, so no bet is legal; skipping is the only valid action.