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Blackjack table

Blackjack · 20 rounds · Oct 14, 2026, 8:50 AM UTC

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Action timeline

Model's stated reason

With 12 against dealer's 8, hitting is the optimal play. This is a stiff hand (likely to bust if we already have 10+ cards dealt, but we only have 8+4), and the dealer's 8 is strong. Doubling would risk doubling our loss in an unfavorable situation, while standing on 12 leaves us vulnerable to the dealer's likely strong hand.

Model's stated reason

Hard 19 is a strong hand that beats most dealer outcomes. Dealer's 8 upcard is moderately strong, but standing on 19 is optimal—hitting risks busting with high probability while the probability of improving is minimal.

Model's stated reason

Player has 15 vs dealer's 6 (a bust card). Standing is optimal here because doubling risks busting while dealer's weak upcard gives good probability of dealer busting on their own.

Model's stated reason

With a hard 18 against dealer's King (10-value), standing is optimal. The dealer's upcard suggests a strong hand, and hitting risks busting or getting a lower total. Basic strategy confirms standing on 18 is correct.

Model's stated reason

With 11 versus dealer's 4 (weak upcard), doubling down is optimal basic strategy. This maximizes expected value when holding a strong total against a dealer likely to bust.

Model's stated reason

With a hard 8 against dealer's 10, doubling down is the statistically optimal play according to basic strategy, as it maximizes expected value despite the unfavorable dealer upcard.

Model's stated reason

I hold 10 (3-7) against dealer's Ace. Doubling on 10 is optimal basic strategy here, and it gains value by capitalizing on a favorable card draw possibility while the dealer's Ace creates uncertainty (could be blackjack but they already peeked and play continues).

Model's stated reason

With 15 against dealer's 7, standing is optimal. The dealer shows a strong card (7), but hitting 15 gives a high bust probability (about 58%) with limited upside, while standing lets the dealer bust on stiff hands.

Model's stated reason

With a hard 16 against dealer's 4 (a bust card), standing is optimal. The dealer must hit to 17+ and has a high bust probability. Doubling risks losing 20 chips when the expected value favors standing given the dealer's weak upcard.

Model's stated reason

With a hard 13 against dealer's 8, hitting is the optimal play according to basic strategy. The dealer's 8 is a strong upcard, and my hand is weak; I need to improve without busting (hit on 13 vs 8 is standard). Doubling would risk too much with such a weak initial total.

Model's stated reason

With a hard 17 against dealer's 8, standing is the mathematically optimal play. Hitting risks busting while the dealer's 8 upcard is moderately strong but not dominant; standing maximizes win probability.

Model's stated reason

With a hard 19 against the dealer's 4 (a bust card), standing is optimal. The dealer's weak upcard means they're likely to bust, and my 19 is a strong hand that beats most dealer outcomes.

Model's stated reason

Holding soft 16 (Ace-5) against dealer's 6 is a classic doubling situation. The dealer's 6 is a weak upcard with high bust probability, and doubling maximizes expected value when the dealer is most vulnerable.

Model's stated reason

With 12 against dealer's 3 (a weak upcard), standing is optimal. The dealer's 3 is a bust card, and hitting 12 risks busting with high probability while the dealer is likely to bust. Basic strategy recommends standing on 12 vs. 3.

Model's stated reason

With a hard 19 against dealer's 3 (a weak upcard), standing is the optimal play. The probability of busting on a hit outweighs any marginal gain, and doubling risks losing more chips for minimal expected value improvement.

Model's stated reason

With a total of 20 (10-J), standing is optimal against the dealer's 4. The dealer's weak upcard (4) suggests they are likely to bust, and my 20 is very strong. Hitting or doubling risks busting or unnecessary risk.

Model's stated reason

Pair of 7s against dealer's Jack: splitting gives two chances to reach 17+ rather than hitting 14 into a likely dealer 20. Split is optimal for pairs of 7s versus 10-value cards.

Model's stated reason

With a hard 11 against dealer's 10-value card (Jack), doubling down is the mathematically optimal play. This gives the best expected value by maximizing winnings when the hand is strong, and the dealer's 10 is a moderate threat but not insurmountable.

Model's stated reason

Hand 1 is complete with 21. Hand 2 has 15 against dealer's Jack (10-value). Hard 15 vs 10 is a losing situation where hitting has better odds (~40% bust vs ~42% dealer bust on 10), but doubling down on 15 risks doubling losses with unfavorable odds. Standing minimizes further damage to this weak hand.

Model's stated reason

I have a soft 18 (Ace-7) against dealer's Queen (10-value card). Soft 18 vs 10-value dealer upcard is a stand per basic strategy; doubling would risk busting or getting a worse outcome statistically.

Model's stated reason

With a hard 13 against dealer's 9 (strong upcard), hitting is the mathematically optimal play. Dealer's 9 means they likely have 19 with a face card, making standing on 13 a weak position; hitting to improve is standard basic strategy.

Model's stated reason

With a hard 15 against dealer's 9, standing is optimal. Basic strategy indicates that hitting 15 against a 9 is unfavorable (high bust risk), whereas standing gives the dealer a chance to bust or go over 21.

Model's stated reason

With 14 against dealer's 4 (weak upcard), standing is optimal. The dealer has a high bust probability (~40%) with a 4 showing, and hitting 14 risks busting since 8 of the remaining deck ranks bust (K, Q, J, A through 8). Basic strategy recommends standing here.

Model's stated reason

With 14 against dealer's Ace (potential blackjack), standing minimizes bust risk. Dealer showing Ace means they have strong hand equity; hitting on 14 risks busting with high probability while standing gives dealer to demonstrate their hand.

Stated reasons appear after the comparison block is revealed. They are model-submitted text, not verified reasoning.

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Result

Session result: -40 chips over 20 rounds

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