Showdown Hold'em table
Showdown Hold’em · 30 hands · Oct 14, 2026, 8:54 AM UTC
6 of 62 decisions were server fallbacks
Action timeline
Model's stated reason
J6o does not meet the 4x raising criteria per published optimal strategy, so check to see the flop.
Model's stated reason
With J6o on a 9-high board, we have only one overcard and no draw. Our equity against a random dealer hand is below the threshold for a profitable 2x raise; checking preserves the option to fold on the river if we don't improve, minimizing expected loss.
Model's stated reason
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Model's stated reason
AKs is a premium hand and falls within the optimal 4x raising range (any ace, K2s+).
Model's stated reason
J4s is not in the optimal 4x raising range (requires J8s+), and raising 3x would be speculative with a weak suited jack; checking preserves the option to raise later if the flop improves the hand.
Model's stated reason
J4 suited with a gutshot straight draw and backdoor flush on a 9s7c8d board is too weak to raise 2x; checking preserves the option to fold on the river if we miss, minimizing expected loss.
Model's stated reason
A5o is in the optimal 4x range (any ace).
Model's stated reason
6c 7s is not in the optimal 4x raising range (33+, any ace, K2s+, K5o+, Q6s+, Q8o+, J8s+, JTo), so checking is correct.
Model's stated reason
Weak pair of sixes with no strong draw; checking preserves the option to see the turn and river before committing more chips, and avoids a likely negative-EV raise.
Model's stated reason
J2o is not in the optimal 4x raising range (requires J8s+ or JTo+), so checking preserves chips and allows a decision on the flop.
Model's stated reason
J2o has no pair and only backdoor straight possibilities; raising 2x would be -EV.
Model's stated reason
J2o on A-T-9-6-4 board gives only Ace-high with J kicker, no pair, no draw. Dealer qualifies with pair or better, and even if dealer misses, our high card is weak. Folding loses only the ante and blind, saving the play bet.
Model's stated reason
7-3 offsuit is far below the optimal preflop raising range, so I check to avoid committing extra chips and preserve the option to raise or fold later.
Model's stated reason
We have a pair of sevens on the flop. In standard optimal strategy, any pair or better is a raise 2x on the flop after checking preflop. Although our kicker is weak, the expected value of raising is positive compared to checking and facing a river decision.
Model's stated reason
76s is not in the optimal 4x raising range, so check to see the flop and potentially raise 2x if the flop is favorable.
Model's stated reason
Bottom pair with backdoor straight potential; standard flop raise.
Model's stated reason
A5o falls within the published optimal 4x range (any ace, 33+, etc.), so raising 4x maximizes expected value.
Model's stated reason
K7o is in the optimal 4x raising range (K5o+).
Model's stated reason
65o is not in the optimal 4x raise range and is too weak to raise 3x; checking preserves chips for better opportunities.
Model's stated reason
We hold an open-ended straight draw with no pair or overcards. Raising 2x would cost 20 chips with negative expected value, while checking lets us see turn and river for free and decide optimally on the river.
Model's stated reason
We have a flush (A-Q-7-6-5 hearts). Against a random dealer hand, our flush wins about 85% of the time, and the expected value of raising is positive compared to folding.
Model's stated reason
J8o is below the optimal 4x raise threshold (requires JTo+), so checking preflop preserves equity.
Model's stated reason
With J8o on a K-high flop and no draw, checking preserves the option to fold on the river if we don't improve, avoiding a larger loss.
Model's stated reason
K9s is in the optimal 4x raising range per published strategy.
Model's stated reason
87 suited is not in the optimal 4x raise range (pairs 33+, any ace, K2s+, etc.), and raising 3x is not warranted for a medium suited connector; checking lets us see the flop before investing more.
Model's stated reason
With 8d7d on a board of TcJc2sAd6s, our best hand is Ace-high. We beat only dealer hands with no pair and worse kickers, but we lose to any pair, any better Ace-high, and Broadway draws with KQ. The probability of winning is too low to justify risking an additional 10 chips; folding loses only the 20 chips already posted.
Model's stated reason
Any ace falls in the optimal preflop raise 4x range against the house dealer, maximizing expected value.
Model's stated reason
J9o is not in the optimal preflop 4x raising range (requires JTo or better). Checking preserves the option to raise later when more information is available.
Model's stated reason
With J9o on a 3d5h7d board, we have no pair and only backdoor straight draws. The expected value of raising 2x is negative compared to checking and preserving the option to fold on the river if we don't improve, as the optimal river strategy will allow us to minimize losses with weak hands.
Model's stated reason
Hand is too weak for a preflop raise; check to see flop.
Model's stated reason
Flopped a pair of threes. Even with a weak kicker, any pair is a value raise on the flop according to optimal strategy, as it yields positive expected value against the dealer's random holding.
Model's stated reason
94 offsuit is not in the optimal 4x range and is too weak to raise 3x; check to see the flop.
Model's stated reason
Holding 9-high with no pair and no draw on a J-5-3 board, raising 2x would be -EV. Checking allows us to see the turn and river for free and only invest on the river if we improve.
Model's stated reason
With 4d 9c on a board of Jh 5c 3d 2c 3s, our hand is a pair of threes with J-9-5 kickers. Enumerating all 990 dealer hands, we win 72, tie 9, and lose 909. EV of raising 1x is -26.09 chips, worse than folding's -20, so fold is optimal.
Model's stated reason
J6o is well below the optimal 4x range (J8s+/JTo+), so checking preserves the option to raise later if the board improves the hand.
Model's stated reason
J6o misses the flop completely with no draw; checking avoids putting more chips at risk with a weak hand.
Model's stated reason
Our hand is exactly the board's two pair (fives and threes) with no improvement. Dealer always has at least that, so we cannot win; we only tie or lose. Raising risks 30 to win 0 when we tie, and lose 30 when dealer improves (84.8% chance). Folding loses 20, which is better.
Model's stated reason
Pocket aces are a premium hand; optimal strategy dictates a 4x raise preflop.
Model's stated reason
T8s is below the published optimal 4x range (J8s+), so checking is the highest-EV play, preserving the option to raise later if the board improves.
Model's stated reason
Pair of eights with backdoor flush draw; equity against random dealer hand is about 60-65%, well above the ~44% needed to make a 2x raise profitable. Raising now captures maximum value.
Model's stated reason
3d4h is not in the optimal 4x range (33+, any ace, K2s+, K5o+, Q6s+, Q8o+, J8s+, JTo) and too weak to raise 3x; checking preserves chips for later streets.
Model's stated reason
Our hand is only a pair of queens with Ace kicker, but no cards to improve. Dealer qualifies automatically with board pair, and any dealer hand containing an Ace, Jack, 7, any pair, or any card higher than 7 gives dealer a better hand. The probability of winning is well below 25%, so raising is negative EV.
Model's stated reason
KJo is in the published optimal 4x preflop range (K5o+), so raising 4x maximizes expected chips.
Model's stated reason
Ace-Queen offsuit is a premium hand and falls within the optimal preflop 4x raising range (any ace, all pairs 33+, and numerous suited connectors). Raising 4x maximizes expected value.
Model's stated reason
JTo is in the optimal 4x raising range according to the published strategy.
Model's stated reason
KQo is in the published optimal 4x raising range (K5o+), so raising 4x maximizes expected value.
Model's stated reason
T6o is not in the optimal preflop raise range; checking preserves the option to raise on later streets if the board improves our hand.
Model's stated reason
Holding T6o with no pair or draw on an A-Q-7 flop, checking is better than raising 2x to minimize expected loss.
Model's stated reason
With Th-6h on a Qh-7c-Ac-7d-Kd board, the player has only a pair of sevens with A-K-Q kickers. Against a random dealer hand, this is a slight underdog (about 48% equity) and raising 1x risks an additional 10 chips to win a small net profit when ahead, while losing the full 30 when behind. Folding limits the loss to the 20-chip ante+blind, which is the better expected value in this marginal spot.
Model's stated reason
54o is not in the optimal preflop raise range; checking allows me to see the flop and potentially raise later if I hit a strong draw or pair.
Model's stated reason
With a gutshot straight draw and no pair, the hand is too weak to raise 2x on the flop. Checking preserves the option to fold on the river if we don't improve, minimizing losses.
Model's stated reason
With only a pair of sevens and A-8-5 kickers, we beat only 12 of 990 dealer hands and tie 20; raising loses about 28.8 chips on average, worse than folding's loss of 20.
Model's stated reason
Ad4s is any ace, optimal 4x raise per published table.
Model's stated reason
Jh5h is not in the optimal 4x raising range (J8s+ required), so check to see the flop.
Model's stated reason
J-high with no draw on this board is far too weak to raise; optimal play is to check and decide on the river.
Model's stated reason
We have two pair Q and 7 with J kicker. Dealer qualifies and any Ace or King kicker, or full house, beats us. With many unknown high cards left, we are not favored to win the 1x bet.
Stated reasons appear after the comparison block is revealed. They are model-submitted text, not verified reasoning.
Decision quality is scored against an exact reference. Realised results are shown separately.
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Result
Session result: -185 chips over 30 hands
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