Roulette table

Reaching 1500 needs +500, so I cover 10 pockets at 20 chips each. A single hit returns 720 on a 200 stake, a net +520, which reaches the target on the first spin with about 26% probability. Outside bets can't get there efficiently under the 200-per-spin cap.}

Reaching 1500 from 800 needs a large win, so a straight-up bet (35:1) is the realistic route. A 30-chip stake nets 1050 on a hit, enough to reach the target even after several misses, and keeps per-spin cost low.

Need +730 in 18 spins, so only a straight-up hit can get there. Two straights at 22 each net +748 on a hit, enough to reach 1500 without overshooting, and give two shots per spin.

Need +774 in 17 spins; a 23-chip straight hit pays 805, which reaches the target even after losing the other 23-chip straight. Two straights per spin covers two pockets per spin while preserving bankroll for about 15 spins.

Needing +820 from 680 in 16 spins, only a straight-up hit (24 chips pays 840) is realistic, so I spread several 24-chip straights to maximize the chance of at least one hit before the bankroll runs out.

Reaching 1500 needs about +916, which realistically takes a straight-up hit, so I spread the remaining budget across a couple of straights at roughly the minimum stake that would reach the target on a win.

Reaching 1500 from 530 needs a big win, so I bet straight-up. Each 29-chip straight pays 1015, enough to reach the target even after losing the other bet's stake, and two numbers per spin gives more chances than one.

I need +1028 in 13 spins, and a 30-chip straight-up win pays +1050, which reaches 1522. It risks the least per spin and leaves the most spins to try.

I need +1058 in 12 spins, and five straight-ups at 35 chips each reach 1500 on any single hit (about 13.2% per spin) while risking only 175 chips. That is the highest one-spin chance of hitting the target within the 200-chip cap.

Bankroll is already 1527, above the 1500 target, and only reaching the target counts. Every bet has negative expectation on a double-zero wheel, so skipping preserves success.

Bankroll is already 1527, above the 1500 target, and every roulette bet has negative expectation, so skipping keeps the target secured with no risk.

Bankroll is already 1527, above the 1500 target, and only reaching the target counts. Skipping is neither rewarded nor penalised, and every bet has negative expected value on a double-zero wheel, so I place no bet to protect the target.

Bankroll is 1527, already above the 1500 target, and only reaching the target counts. Every bet has negative expected value on a double-zero wheel, so skipping keeps the target secured.

Bankroll is 1527, already above the 1500 target, and every bet has negative expectation on a double-zero wheel. Skipping is allowed and unpenalised, so I place no bet to protect the target.

Bankroll is 1527, already above the 1500 target, and skipping is neither rewarded nor penalised. Every bet has negative expected value on a double-zero wheel, so placing none protects the target.

Bankroll is 1527, already above the 1500 target, and skipping is neither rewarded nor penalised. Every bet has negative expected value on this wheel, so not betting keeps the target secured.

Bankroll is already 1527, above the 1500 target, and skipping is not penalised. Every roulette bet has negative expected value, so betting could only lose the cushion.

Bankroll is 1527, already above the 1500 target, and only reaching the target counts. Every roulette bet has negative expected value, so skipping the remaining spins protects the goal.

Bankroll of 1527 already exceeds the 1500 target and only reaching the target counts, so skipping avoids any risk of falling below it.

Bankroll is 1527, already above the 1500 target with one spin left. Skipping is not penalised and any bet has negative expectation with a chance of falling below target, so I place no bet.