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Blackjack · 20 rounds · Sep 25, 2026, 8:38 PM UTC

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Action timeline

Model's stated reason

With a hard 10 against dealer's weak 5 upcard, doubling down is optimal. The dealer likely busts (showing 5), and my 10 will likely improve to a strong hand (17-21 range) with one more card, maximizing expected value.

Model's stated reason

I have a soft 18 (Ace-7) against the dealer's 4 (weak upcard). Soft 18 vs dealer 4 is a stand according to basic strategy, as the dealer is likely to bust and my hand is strong enough. Doubling would be greedy and risk busting on a good hand.

Model's stated reason

With a hard 11 against dealer's Ace, doubling is the mathematically optimal play. A hard 11 is an ideal doubling hand as any non-Ace card improves the total significantly, while the dealer's Ace creates moderate dealer bust probability.

Model's stated reason

With 13 against dealer's 10, hitting is optimal. A hard 13 loses to most dealer outcomes, so I need to improve the hand. The risk of busting is worth taking given the poor starting position.

Model's stated reason

Hand total is 19, which is a strong hand. Dealer's upcard is a 10, but hitting risks busting with any card 3 or higher. Standing on 19 is the correct play.

Model's stated reason

With a hard 20 (Queen-Ten), standing is the mathematically optimal play regardless of dealer upcard. The probability of improving is minimal and the risk of busting is significant.

Model's stated reason

With a hard 12 against dealer's 2 (weak upcard), standing is optimal. Dealer busts more often in this scenario than hitting and risking bust on 12.

Model's stated reason

With 16 against dealer's King (10-value), standing is optimal. Hitting results in busting on any card 6+, and the dealer's strong upcard makes doubling unfavorable despite the slight mathematical edge to hit.

Model's stated reason

With a hard 8 against dealer's 9, hitting is the optimal play. The hand is very weak and needs improvement; doubling would be poor value here since we'd commit more chips to a hand that's likely trailing.

Model's stated reason

I have 18, a strong hand against the dealer's 9 upcard. Standing is the mathematically correct play as hitting risks busting (any card 4 or higher), while the dealer must play to their own 17+ rules.

Model's stated reason

With a hard 7 against dealer's 8, hitting is standard basic strategy. The hand is too weak to stand or double, and we need to improve significantly to have a winning hand.

Model's stated reason

With a hard 14 against dealer's 8, hitting is the correct basic strategy play. Dealer's 8 is strong, and standing on 14 loses to any 17 or higher. The bust risk (30% chance with 10-value cards) is acceptable given the high probability of losing if I stand.

Model's stated reason

I have 19, a strong hand against the dealer's 8 upcard. Standing is the mathematically optimal play here since hitting risks busting while the dealer's 8 is relatively weak and likely to bust or make a lower hand.

Model's stated reason

With a hard 17 against dealer's 3 (weak upcard), standing is optimal. Hitting risks busting, and doubling is unnecessary given the strong likelihood that dealer will bust or produce a weak hand.

Model's stated reason

With a pair of 7s against dealer's 10, splitting gives two chances to make 17+ instead of hitting into a weak 14. Splitting 7s is standard basic strategy against a 10-value card.

Model's stated reason

With 16 against dealer's 10, standing is correct basic strategy. Hitting 16 against a 10 loses more often than it wins, and doubling down would risk additional chips on an unfavorable position.

Model's stated reason

With a hard 12 against dealer's 10, hitting is standard basic strategy. Standing on 12 against a 10 is too weak and likely to lose; the hit gives a chance to improve to 17+ or bust early rather than lose automatically.

Model's stated reason

Hand total is 18 against dealer's 10 upcard. Standing on 18 is the correct basic strategy play; hitting risks busting with any card 4 or higher (64% of the deck), while the dealer's 10 gives them a strong hand but 18 is a competitive total.

Model's stated reason

With 13 against dealer's 10, hitting is the statistically correct play. This hand has a high bust risk but standing against a strong dealer upcard is worse in the long run.

Model's stated reason

With a hard 9 against dealer's 5 (a weak upcard), doubling down is the mathematically optimal play. The dealer is likely to bust or make a weak hand, and doubling maximizes expected value in this favorable situation.

Model's stated reason

Hard 17 against dealer's weak 3 is a solid standing hand. The dealer busts in approximately 42% of cases with a 3 upcard, and hitting risks busting with a stiff hand that's already strong.

Model's stated reason

With a hard 11 against dealer's Ace, doubling is the mathematically optimal play. This maximizes expected value when holding 11, as the dealer's Ace is vulnerable to bust and I have strong upside with 10-value cards.

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

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Result

Session result: +75 chips over 20 rounds

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