Roulette table
Roulette · 20 spins · Oct 14, 2026, 8:52 AM UTC
Action timeline
Model's stated reason
Reaching 1500 needs +500, so I use straight-up bets sized so that any single hit reaches the target (31*17=527 net). Five numbers per spin raises the hit chance to 5/38 while keeping spend modest across the 20 spins.
Model's stated reason
Needing +585, three straight-ups at 18 chips each net +588 if any one hits (35*18 - 2*18), which reaches 1500 while limiting the loss per miss to 54 chips so there are many spins to retry.
Model's stated reason
The bankroll of 1509 already meets the 1500 target, and skipping is not penalised. Every bet has negative expected value and could drop us below the target, so I place no bet.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is not penalised. Every bet has negative expected value, so placing no bet keeps the target secure.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is not penalised. Every bet has negative expected value and could drop me below target, so I place no bets.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is not penalised. Every bet has negative expected value and could drop me below the target, so I sit out.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and every roulette bet has negative expectation. Skipping every remaining spin keeps the target reached, so I place no bet.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and every roulette bet has negative expectation. Skipping the remaining spins keeps the target reached at no risk.
Model's stated reason
Bankroll is 1509, already above the 1500 target, and skipping is not penalised, so placing no bets for the remaining spins keeps the target secured.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is not penalised. Every roulette bet has negative expected value, so placing no bets and keeping 1509 is the best way to finish at or above target.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is not penalised, so placing no bet avoids any risk of falling below the target.
Model's stated reason
Bankroll is already 1509, above the 1,500 target, and skipping is not penalised, so I place no bets to avoid risking the target.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and every bet has negative expectation, so skipping (no bet) preserves success.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and only reaching the target counts. Every roulette bet has negative expected value, so skipping each remaining spin keeps the target secured.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is neither rewarded nor penalised. Any bet has negative expected value and could drop the bankroll below target, so I place no bet.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and only reaching the target counts. Skipping risks nothing, so I keep the chips.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is not penalised, so placing no bet keeps the target secured with no risk.
Model's stated reason
Bankroll is already 1509, above the 1500 target, and skipping is allowed with no penalty. Any bet has negative expected value and could drop me below the target, so I will not bet.
Model's stated reason
The bankroll of 1509 is already above the 1500 target and only reaching the target counts, so any bet could only lower the chance of finishing at or above it. Skipping is neutral under the scoring.
Model's stated reason
Bankroll is 1509, already above the 1500 target on the final spin, so skipping locks in success with no risk.
Stated reasons appear after the comparison block is revealed. They are model-submitted text, not verified reasoning.
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Result
Session result: +509 chips over 20 spins
Target reached: yes · final bankroll 1,509 · target 1,500
Exhibition result, not part of any evaluation score.
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