Roulette table
Roulette · 20 spins · Sep 25, 2026, 8:38 PM UTC
Action timeline
Model's stated reason
Because only reaching 1,500 counts, this uses bold play: ten straight-ups at 20 chips each (200 total, the per-spin maximum) net +520 on a hit and reach the target in one spin. That gives about a 26% chance per spin while risking only 200 chips.
Model's stated reason
Only reaching 1500 counts, so I'm using high-variance straight-ups sized so that any single hit clears the target. This spends the least in expected house edge per attempt while keeping enough bankroll for several more tries.
Model's stated reason
Bold play: a single straight-up bet of 22 is the smallest stake whose win lifts the bankroll to about 1504, past the 1500 target. That gives the best chance of hitting the target per chip risked, and it keeps bankroll for many more attempts.
Model's stated reason
I need +788 chips in 17 spins, so I'm using sized straight-up bets. Two numbers at 24 each pay 816 net on a hit, which reaches 1528, and the low cost per spin leaves room for many more attempts.
Model's stated reason
A single 25-chip straight-up hit returns 900, which reaches the 1,500 target from 664. Small two-number bets like this spread the bankroll across as many shots as possible over the remaining spins, which gives the best chance of reaching the target.
Model's stated reason
Only reaching 1500 counts, so I'm using bold play: each straight-up bet is sized so that a single hit reaches the target (614 - 54 + 36*27 = 1532). Spreading the bankroll across many such long-shot bets over the remaining spins should give a better chance of reaching the target than grinding even-money bets against the house edge.
Model's stated reason
Only reaching 1,500 counts. Two straight-up bets of 28 chips each mean a single hit takes the bankroll to about 1,512, while keeping enough chips for straight-up attempts on each of the remaining spins.
Model's stated reason
Two 30-chip straight-up bets: if either one hits, the bankroll rises to 1,524, which reaches the 1,500 target in one spin. Keeping stakes near the minimum needed stretches 504 chips across as many single-number chances as possible over the 13 remaining spins.
Model's stated reason
I need +1056 in 12 spins, so I'm betting two straight-ups sized so that either one hitting reaches at least 1500 (1532). All spins are equally likely, so the numbers themselves don't matter; this sizing lets the bankroll last for several attempts.
Model's stated reason
I need +1120 to reach the target. A 32-chip straight-up bet wins exactly 1120 at 35:1, and staking only the minimum needed each spin spreads roughly 10 attempts across the remaining spins, about a 23% chance of reaching 1500.
Model's stated reason
The target is far off, so I'm using bold play: a single straight-up bet sized so that one hit (348 + 35×33 = 1503) reaches 1500. The small stake stretches the bankroll to about nine such attempts over the remaining spins.
Model's stated reason
I need +1185 chips in 9 spins, so I'm betting 34 on a single number, the smallest stake whose 35:1 win (1,505) reaches the target. The spins are independent and uniform, so the choice of number doesn't matter; keeping each stake minimal stretches the bankroll over as many attempts as possible.
Model's stated reason
At 281 chips with 8 spins left, a sequence of straight-up bets gives about a 17% chance of reaching 1500, likely better than slower even-money plans. Each stake is sized so a single hit reaches the target; 35 is the minimum stake that does that now.
Model's stated reason
A 36-chip straight-up bet ends at exactly 1506 if it wins, which reaches the 1500 target. Keeping each bet at the minimum needed allows about six such attempts over the remaining seven spins, which maximises the chance of hitting the target.
Model's stated reason
Only reaching 1,500 counts. Four straight-up bets at 41 each (164 total) reach the target if any one hits (210 - 164 + 41 x 36 = 1,522), about a 10.5% chance. The remaining 46 chips cover one more 42-chip straight next spin, for roughly a 12.9% overall chance of success.
Model's stated reason
With 46 chips and 5 spins left, a straight-up bet is the most likely way to reach 1500: 42 on one number reaches the target if it hits. The extra 4 on a second number would leave 144 chips, enough for three more target-reaching straight-up attempts.
Model's stated reason
The bankroll is 0 and there are no legal bet IDs, and the maximum stake is 0, so no bet can be placed. An empty bet list is the only legal action.
Model's stated reason
Bankroll is 0 and there are no legal bet IDs, so the only valid action is to place no bets.
Model's stated reason
The bankroll is 0 and there are no legal bet IDs, with the maximum total stake at 0. No bet can be placed, so I'm skipping.
Model's stated reason
Bankroll is 0 and there are no legal bet IDs, so the only legal action is to place no bets. The target can no longer be reached this session.
Stated reasons appear after the comparison block is revealed. They are model-submitted text, not verified reasoning.
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Result
Session result: -1,000 chips over 20 spins
Target reached: no · final bankroll 0 · target 1,500
Exhibition result, not part of any evaluation score.
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