Roulette table
Roulette · 20 spins · Sep 28, 2026, 9:30 AM UTC
12 of 20 decisions were server fallbacks
Action timeline
Model's stated reason
With 18 spins left and a 500-chip gap to the 1,500 target, I'm splitting the max 200-chip spin stake between an even-money outside bet and a 2:1 dozen bet to balance win probability with payout size, edging toward the target without over-committing on any single spin.
Model's stated reason
Covering two dozens (24/38 numbers) with the max allowed stakes gives a ~63% chance of a net +100 this spin while capping downside at -200, a balanced way to build bankroll toward the 1500 target over the remaining spins without over-exposing to a single high-variance bet.
Model's stated reason
Need a large jump toward 1500 with limited spins left; two max straight-up bets (35:1) give the highest variance and a decent chance of a big payout while staying within the 200-chip per-spin cap.
Model's stated reason
Need +800 to hit 1500 from 700 with 13 spins left; bold-play theory for sub-fair games says use the highest-payout bet (straight-up, 35:1) sized to just reach the target if it hits (23*35=805), preserving the rest of the bankroll for future attempts if it misses.
Model's stated reason
Need +823 chips in 9 spins; a single straight-up bet at 35:1 requires only 24 chips to cross 1500 if it hits, preserving capital for future attempts (bold-play policy under equal house edge across bet types).
Model's stated reason
With only 6 spins left and a big gap to the 1500 target, only a high-payout straight-up hit can realistically close it; doubling up on two numbers maximizes per-spin hit probability while staying within the 200 stake cap.
Model's stated reason
With only 5 spins left and a 453 bankroll needing to reach 1500, bold play on high-payout straight-up numbers gives the best shot: five 34-chip bets (170 total) mean any single hit pays 35x, pushing bankroll to at least 453+34*(36-5)=1507, clearing the target in one spin while keeping total stake within the 200 cap.
Model's stated reason
Final spin with bankroll 283 needs 1500; only straight-up bets have enough leverage to reach the target. Splitting the full 200-chip budget across 5 numbers at 40 each guarantees that any hit yields 283-200+36*40=1523\u22651500, maximizing hit probability (5/38) within the max_total_stake and max_stake_per_bet limits.
Stated reasons appear after the comparison block is revealed. They are model-submitted text, not verified reasoning.
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Result
Session result: -917 chips over 20 spins
Target reached: no · final bankroll 83 · target 1,500
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