Showdown Hold'em table
Showdown Hold’em · 30 hands · Sep 28, 2026, 9:29 AM UTC
15 of 67 decisions were server fallbacks
Action timeline
Model's stated reason
45s is far below the published 3x/4x raising range, so checking to see a cheap flop is optimal.
Model's stated reason
4-high with no draw on Td 9c As is far too weak to risk 20 chips; checking keeps the river fold option open.
Model's stated reason
We hold only 5-high with the board's pair of nines; dealer's two hole cards very likely make a better pair or kicker, so raising 1x has negative EV versus folding for 20 chips.
Model's stated reason
4c7c is far below the published 4x/3x raising range, so checking to see the flop is optimal.
Model's stated reason
4c7c on Qh3c8c is only a weak flush draw plus a gutshot; raising 2x here is far too thin, so I check and decide on the river with equity realized.
Model's stated reason
Folding forfeits 20 chips for certain; a 1x play bet risks only 10 more and the dealer often fails to qualify or loses, making raise the lower-EV-loss option with 7-high.
Model's stated reason
3h5c offsuit is well below the published 4x/3x raising range (33+, any ace, K/Q/J standards), so raising would just add exposure with a weak hand. Checking keeps the ante and blind in play and lets the flop decide whether a 2x raise is warranted.
Model's stated reason
3-5 offsuit on a J-7-6 flop gives only a gutshot (four 4s) with no pair, so a 2x raise has strongly negative EV; checking keeps the river raise-or-fold option open.
Model's stated reason
I hold the board's pair of sixes (6-6-J-7-5), so the dealer always qualifies; I win only when both dealer hole cards are 4 or lower (10/45 cases) and tie with any 5 (3/45). EV of betting 1x is about -16.9 chips versus -20 for folding, so raising is the better value play.
Model's stated reason
Q2 offsuit falls below the published 3x/4x raising range (needs Q8o+ or Q6s+), so checking preserves the flop raise option on favorable boards.
Model's stated reason
Queen-high with no draw is far too weak to risk 2x; checking keeps the river raise-1x-or-fold option with minimal exposure.
Model's stated reason
Pocket sevens meet the published optimal preflop 4x raise threshold (any pair 33+), so raising 4x has higher EV than checking and keeping the raise option for later streets.
Model's stated reason
84 offsuit is well below the 3x/4x raise range, so checking and capping risk at ante+blind is optimal; the flop decision point preserves EV later.
Model's stated reason
8-high with a backdoor heart draw only; folding loses 20 while a check costs nothing and river options remain open.
Model's stated reason
My best hand is jack-high (J-9-8-5-4); exact enumeration over 990 dealer holdings gives only ~40 winning combos (~4%) while ~597 dealer hands qualify, making the 1x raise EV about -24.6 chips versus -20 for folding.
Model's stated reason
8s2s falls below the optimal 4x preflop raising range (33+, any ace, K2s+/K5o+, Q6s+/Q8o+, J8s+/JTo), so checking keeps the flop option open with minimal risk; a 3x raise is dominated by either 4x or check.
Model's stated reason
My 2s over four board spades makes a king-high flush, a near-certain winner, so raising 1x is far better than folding.
Model's stated reason
A-K suited is a premium raising hand well above the 4x threshold (any ace qualifies preflop), maximizing value against the qualifying dealer.
Model's stated reason
Ace-three offsuit falls well outside the published preflop raising range (needs roughly K-high suited strength or better); checking keeps the option to evaluate the flop cheaply.
Model's stated reason
Trips kings with an ace kicker beat nearly all dealer holdings except full houses or A-x kickers; raising 1x is far better than forfeiting 20 chips.
Model's stated reason
The flop gives me a pair of fours, which is strong enough under the standard 2x flop strategy (raise all pairs); checking would surrender EV to dealer qualification rules.
Model's stated reason
9c6h offsuit is far below the published 4x/3x preflop raising range (pairs 33+, any ace, K/Q/J suited thresholds), so checking is optimal and preserves the cheap 2x flop raise if the board improves us.
Model's stated reason
I hold a pair of sixes on the A76 flop; against a dealer who needs a pair to qualify, the standard flop strategy raises 2x with any made pair, as check-then-raise-less leaves value on the table.
Model's stated reason
K7s meets the published optimal preflop 4x raise table (any suited king, K2s+), so raising 4x (40 chips) is the highest-EV line versus checking.
Model's stated reason
A2s falls squarely in the published optimal preflop 4x range (any ace), so raising the maximum 4x ante maximizes expected value versus checking.
Model's stated reason
9-3 offsuit is far below the published 4x/3x raise range (33+, any ace, K-high suited, etc.), so raising 60 chips total would be deeply -EV; checking preserves the cheaper flop and river decision points.
Model's stated reason
With 9-high and only a backdoor diamond/straight draw on K-4-2, raising 2x has deeply negative EV; checking preserves the option to fold or raise 1x on the river based on how the board develops.
Model's stated reason
With 9-high we only win when the dealer misses the pair-or-better qualification (~3%), but that makes raising (EV ≈ -19) slightly better than folding (-20), since a non-qualifying dealer pays the play bet while the ante pushes.
Model's stated reason
A-K offsuit is on the published optimal preflop raise table (any ace), so raising 4x maximizes EV versus checking.
Model's stated reason
J3s is below the optimal 3x/4x preflop raise range (needs J8s+), so checking to decide on the flop minimizes losses with this marginal hand.
Model's stated reason
I hold two pair (queens and jacks) on a paired board, and the dealer always qualifies via the board's pair of queens. Enumerating the 990 dealer holdings, I win about 67%, tie ~7%, and lose only ~26% (to any K, Q, JJ+, AA, or AT/T9 straight), so the 1x play bet has EV of roughly +8 chips versus -20 for folding.
Model's stated reason
Qc6c is queen-six suited, which sits exactly on the published optimal 4x preflop raise threshold (Q6s+), so raising 4x has higher EV than checking and playing the flop/river streets.
Model's stated reason
9-8 offsuit is well below the published 3x/4x raise range, so checking keeps the ante blind at minimal risk with a playable suited-connectivity-free hand.
Model's stated reason
9-high on a paired board with three diamonds gives almost no chance of beating even a qualifying dealer pair, so raising 1x just adds 10 more chips to a likely loss. Folding saves the extra play bet.
Model's stated reason
87 offsuit falls below the published 4x raising range (33+, any ace, K/Q/J thresholds), so checking keeps the 3x option alive on the flop with a speculative hand.
Model's stated reason
I hold a pair of 7s (887 with the board 9763K), which beats all dealer holdings that fail to make a pair; raising 10 chips to win ante+play plus a possible blind is clearly better than folding a made pair.
Model's stated reason
84 offsuit is far below the optimal 4x/3x raise range (33+, any ace, K2s+/K5o+, Q6s+/Q8o+, J8s+/JTo), so checking preserves the flop decision point with better EV than raising a weak hand.
Model's stated reason
T8 offsuit falls below the published 4x/3x raising range (needs J8s+/JTo or better), so checking keeps the flop 2x option and limits river exposure to a fold of just ante+blind.
Model's stated reason
Ace-high offsuit 8 is within the published preflop 4x range (any ace), giving strong equity against a dealer that must pair to qualify.
Model's stated reason
J3 offsuit is well below the published 3x/4x raising range (needs J8o+/JTs), so checking is optimal; we can still raise 2x on the flop if it improves.
Model's stated reason
Middle pair jacks with a jack on board gives good equity against the dealer's random holding; raising 2x here is profitable versus check's river decision, as a pair of jacks frequently wins whether or not the dealer qualifies.
Model's stated reason
J6o falls below the published 4x raise threshold (needs J8s+ or JTo), and a 3x raise is dominated by checking, which preserves the flop decision and option value.
Model's stated reason
J6o has little showdown value against a qualifying dealer; checking keeps the 2x play bet in reserve for the river decision where EV can be evaluated with full information.
Model's stated reason
2-3 offsuit is far below the published 4x/3x raise range (33+, any ace, K/Q/J thresholds), so raising would just put more chips at risk with the worst hand; checking preserves the flop decision at minimal cost.
Model's stated reason
My 2c-3d play the board (ace-high A-Q-J-T-8), so I can never beat the dealer — the board alone gives the dealer at least my exact hand, and any dealer pair, board pair, or king wins. Best case is a push (~20% when the dealer has two low non-pair cards), so raising adds 10 chips of pure risk (EV ≈ -23) versus a certain -20 for folding.
Model's stated reason
3s7d is well below the published 4x/3x raising range (needs 33+, any ace, or decent kings/queens/jacks), so raising would be strongly -EV. Checking preserves the cheap flop decision where I can raise 2x only with a made hand or big draw.
Model's stated reason
7-high with no pair, no flush draw, and only a runner-runner 5-6 straight hope; a 2x raise here would put 20 more chips at risk with almost no equity, so checking and deferring to the river raise/fold decision is clearly optimal.
Model's stated reason
I hold only the board's pair of 4s with a 7 kicker, so the dealer (who always qualifies via the board pair) beats me unless both hole cards are 6 or lower (~91/990 ≈ 9%). Raising 1x has EV ≈ -24.6 chips versus -20 for folding, so folding loses less.
Model's stated reason
KQ offsuit is well above the published 4x raise threshold (K5o+), so raising the maximum preflop maximizes EV with this strong holding.
Model's stated reason
A2o falls inside the published optimal 4x preflop range (any ace), so raising 4x maximizes EV versus checking and seeing the flop.
Model's stated reason
K5 offsuit sits exactly on the published optimal 4x preflop raise boundary (K5o+), so raising 4x maximizes EV versus checking.
Model's stated reason
T5o misses the optimal preflop raise criteria (needs 33+, any ace, K/Q/J-range hands), so checking keeps the flop raise option open with minimal committed risk.
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: -235 chips over 30 hands
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