How often does a check-raise need to work as a pure bluff? This poker check-raise chart lists folds needed and the bettor's MDF for common raise-to sizes — 2× through 4× a half-pot bet — in a $100-pot spot. Pair it with the fold equity chart, the c-bet chart, the overbet chart, and the free bluff calculator.
Setup used for every row: $100 pot, villain bets $50 (½ pot). Pot facing you = $150. You have not put chips in yet (you checked).
| Raise to | × their bet | Folds a pure check-raise needs | Bettor MDF |
|---|---|---|---|
| 2× bet ($100) | 2× | 40% | 60% |
| 2.5× bet ($125) | 2.5× | 45.5% | 54.5% |
| 3× bet ($150) | 3× | 50% | 50% |
| 3.5× bet ($175) | 3.5× | 53.8% | 46.2% |
| 4× bet ($200) | 4× | 57.1% | 42.9% |
Folds needed = raise-to ÷ (pot facing you + raise-to). MDF = pot facing you ÷ (pot facing you + raise-to). They always add to 100%. Numbers assume a pure bluff (zero equity when called) heads-up.
Folds needed = raise-to ÷ (pot facing you + raise-to)
MDF = pot facing you ÷ (pot facing you + raise-to) = 1 − folds needed
Same math as every other bet on this site. The shock is the size class. A half-pot c-bet needs about one fold in three. A 3× check-raise into that same half-pot bet puts $150 at risk to win $150, so you need half the range to fold as a pure bluff — right in the overbet band.
Pot is $100. Villain bets $50. You check-raise to $150.
Against a nit who folds 60% to raises, a light 3× check-raise clears. Against a sticky caller who continues 70%, you need outs (flush/OESD) so you are semi-bluffing — see the semi-bluff chart — or you should check-raise less often. Try the calculator preloaded as a $150 raise into $150 (same risk/reward as this row).
Same $150 pot facing you, now a smaller raise to $100 (2× their $50).
Dropping from 3× to 2× cuts the pure fold target from 50% to 40% and risks $50 less when called. That is why many draw-heavy check-raises favor the smaller end — you still apply pressure, but the break-even bar is lower. Nutted value often sizes larger (3–4×) to charge draws and extract; that raises the bluff fold target again.
Smaller (≈2–2.5×). Draws and polar bluffs that want a lower break-even, or when the bettor folds often enough to small raises. You lose less when called and still deny a cheap next card.
Larger (≈3–4×). Strong made hands that want a big pot, or versus bettors who call small raises too wide. Bigger sizes force more folds from medium hands — but as pure bluffs they need 50–57% folds in this setup, so keep the light share honest.
Skip the bluff check-raise. Multiway pots (everyone must fold), bettors who almost never fold to a raise, or no plan for later streets. A check-call or a lead can be better. Stack depth after the raise: see the SPR chart.
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See it on Amazon →A check-raise is checking when first to act, then raising after an opponent bets. You can do it for value with a strong hand, as a semi-bluff with a draw, or as a pure bluff. The raise size decides how often the bettor must fold for a pure check-raise bluff to break even.
Folds needed = raise-to amount ÷ (pot facing you + raise-to amount). Facing a $50 bet into a $100 pot ($150 facing you), raising to $150 (3×) needs 50% folds as a pure bluff; a smaller raise to $100 (2×) needs 40%; a raise to $200 (4×) needs 57.1%.
You are putting in a large raise relative to the pot already there. A half-pot c-bet only needs ~33% folds. A 3× check-raise into the same half-pot bet needs 50% folds as a pure bluff — closer to an overbet. Bring equity (outs) or a clear fold target.
Minimum defense frequency = pot facing the raiser ÷ (that pot + raise-to). Facing a raise to $150 into $150, MDF is 50%. Facing a raise to $100, MDF is 60%. Fold more often than that and pure check-raise bluffs print.
Smaller raises (≈2–2.5× the bet) keep the fold target lower and lose less when called — useful with draws or polar bluffs that still want a price. Larger raises (≈3–4×) apply more pressure and build a bigger pot with nutted hands, but need 50%+ folds as pure bluffs. Multiway, everyone must fold — skip most bluff check-raises.