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Blackjack · 20 rounds · Sep 28, 2026, 9:31 AM UTC

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Action timeline

Model's stated reason

With a pair of 7s against dealer's 2 (weak upcard), splitting maximizes expected value. Two hands of 7 have better win potential than standing on 14 or hitting into a bust-prone situation.

Model's stated reason

With 13 against dealer's 2 (a dealer bust card), I should hit aggressively. The dealer's weak upcard means they're likely to bust, but my 13 is still too weak to stand on; hitting gives me good chances to improve to 17+ while the dealer's position is vulnerable.

Model's stated reason

With a hard 19 on the active hand against dealer's 2 (weak upcard), standing is correct. The dealer likely busts or makes a weak hand, and hitting risks busting the strong 19.

Model's stated reason

Hand 1 (17) vs dealer 2 is a stand situation. Dealer bust probability is high with a 2 upcard, and hitting 17 risks busting. The first hand already made 19, so securing this 17 minimizes losses across the split hands.

Model's stated reason

With a soft 13 (Ace-2) against dealer's 10-value Jack, doubling down is optimal. This leverages the Ace's flexibility to potentially reach 21 or a strong hand while the dealer is in a weak-ish position (though 10 is strong). Doubling increases expected value by allowing us to double our bet when we have favorable odds.

Model's stated reason

With a hard 10 against dealer's 7, doubling down is the mathematically optimal play. The dealer's 7 is a moderate upcard, and doubling gives us the best expected value by doubling our bet and taking one more card.

Model's stated reason

With a hard 19 against dealer's Queen, standing is optimal. A 19 is a strong hand that beats most dealer outcomes, and the risk of busting on a hit or the inefficiency of doubling outweighs any potential gain.

Model's stated reason

With 14 against dealer's 9, hitting is standard basic strategy. The dealer's 9 is a strong card, and my 14 is weak. I need to improve my hand despite the bust risk, as standing would likely result in a loss.

Model's stated reason

Hand totals 18 against dealer's 9. Standing is optimal here as 18 is a strong hand and hitting risks busting or improving dealer's position without sufficient expected value gain.

Model's stated reason

With a hard total of 20 against the dealer's 3 (a weak upcard), standing is the optimal play. My hand is already very strong and the risk of busting on a hit far outweighs any potential gain.

Model's stated reason

With a hard 20 against dealer's 5 (a weak upcard), standing is optimal. Hitting or doubling would only risk busting or diminishing an already winning hand.

Model's stated reason

With a hard 19 against dealer's 5 (a bust card), standing is the mathematically optimal play. Doubling would risk busting or winning the same amount with higher variance; hitting risks busting with minimal upside.

Model's stated reason

With 14 against dealer's King (10-value), hitting is the correct basic strategy play. Standing would leave me in a weak position against the dealer's strong upcard, and while doubling is legal, hitting gives better expected value by trying to improve the hand.

Model's stated reason

With a hard 20 against dealer's King upcard, standing is the mathematically optimal play. The probability of improving by hitting is negligible (only Ace gives 21), while hitting risks busting. Dealer's King is strong but 20 is a winning hand in most scenarios.

Model's stated reason

I have 17 (7+10) against dealer's King (value 10). Standing on 17 is correct basic strategy against a dealer's 10-value upcard, as hitting would bust on any card except a 4 and hitting a soft hand 6 leaves me worse off.

Model's stated reason

With a hard total of 5 against dealer's 8, hitting is the mathematically optimal play. The hand is far too weak to stand, doubling would be wasteful on such a poor starting total, and hitting maximizes expected value.

Model's stated reason

With a hard 10 against dealer's 8, hitting is the optimal play. This weak hand needs improvement, and the dealer's 8 is a strong upcard. Basic strategy dictates hitting all hard 10s regardless of dealer upcard.

Model's stated reason

With a hard 20, standing is the optimal play. The dealer's 8 upcard is strong but my hand beats most dealer outcomes. Hitting risks busting while the probability of improving is minimal.

Model's stated reason

With a hard 12 against dealer's 3, standing is optimal. The dealer has a weak upcard and is likely to bust; hitting creates a high bust risk (16+ cards bust) while standing lets the dealer's weakness work in our favor.

Model's stated reason

With a hard 11 against dealer's 3 (a weak upcard), doubling down is the mathematically optimal play. This maximizes expected value by doubling the bet when the dealer is in a vulnerable position.

Model's stated reason

With 13 against dealer's Jack (10-value), hitting is the correct basic strategy play. Standing on 13 gives only a ~23% win rate versus the dealer's strong upcard, while hitting gives better odds since busting at 13 requires drawing 9+ (which has reasonable probability with a 6-deck shoe).

Model's stated reason

Player holds 16 (3+10+3) against dealer's Jack (10 value). This is a classic 16 vs 10 situation where hitting is the correct basic strategy play, as standing on 16 gives approximately 23% win rate while hitting gives approximately 42% win rate against a strong dealer upcard.

Model's stated reason

With 14 against dealer's 7, standing is optimal. The dealer has a strong upcard (7 shows 17 likely), and hitting 14 risks busting (36% bust probability). Basic strategy calls for standing here to let the dealer's favorable position play out.

Model's stated reason

With a hard 9 against dealer's 2 (weak upcard), doubling down is the mathematically optimal play. The dealer's weak upcard gives me a strong advantage, and doubling maximizes expected value by leveraging this favorable situation.

Model's stated reason

With 15 against dealer's Ace, standing is optimal. The dealer shows a natural blackjack possibility, and hitting 15 risks busting (card 10 busts); standing gives the best win probability given the unfavorable situation.

Model's stated reason

With a hard 17 against dealer's 5, standing is optimal. The dealer has a weak upcard that busts frequently (35% bust rate), making hitting or doubling unnecessary and risky.

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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