top of page

Poker Ranges Explained

Intermediate Strategy

Beginner

Poker ranges graphic showing three steps: start with hands that fit preflop, update after each action, and compare against the hands taking the current betting action.

“I put them on ace-king” can sound like a read while hiding a guess. If you decide an opponent has one exact hand too early, every later card can become an excuse to defend that story. Thinking in ranges gives you a better question: which hands could reasonably reach this decision, and how does my hand perform against them?

This guide is for newer no-limit Texas Hold’em players. Unless an example says otherwise, assume a six-handed cash game, no ante, and 100 big blinds effective before the hand. Effective stack means the smaller stack between the players involved. The examples are teaching scenarios, not solver outputs or recommended opening charts. Calculations exclude rake.

⠀

What Is a Poker Range?

A range is a group of possible hole-card holdings, together with an assessment of how likely those holdings are. An opponent has one actual hand, but you usually lack enough information to identify it. A range represents that uncertainty rather than pretending it has disappeared.

For example, an opponent who raises before the flop might hold pocket pairs, strong aces, suited broadway hands, and other holdings appropriate to their position and style. Broadway cards are tens through aces. You then update that starting group as the hand develops.

Your own range matters too. If you open from early position, the hands you could hold differ from those you might raise after everyone folds to your button. Poker Position Explained shows why the number of players left to act changes those decisions.

“They could have anything” is usually too broad to help. “They definitely have aces” is usually too narrow. Useful hand reading sits between those extremes: plausible hands, supported by the action, with uncertainty left intact.

⠀

Read the Notation Before Reading a Chart

Poker ranges often use a short notation. A and K mean ace and king; Q and J mean queen and jack; T means ten. Two rank symbols identify a hand class, a group of related starting hands.

  • AA means pocket aces.

  • AKs means ace-king suited: both cards have the same suit.

  • AKo means ace-king offsuit: the cards have different suits.

  • AK without a suffix commonly includes both suited and offsuit versions; confirm the chart’s legend.

  • 99+ commonly means pocket nines through pocket aces.

  • ATs+ commonly means A-T suited, A-J suited, A-Q suited, and A-K suited.

A combination, or combo, is one specific pair of cards. A♠ K♠ is one combo inside AKs. A♥ K♣ is one combo inside AKo. A class is therefore different from an exact holding.

A-K-Q corner of a range matrix: AA KK QQ on the pair diagonal, suited hands above, and offsuit hands below. Before card removal, each pair class has six combos, a suited class four, and an offsuit class 12. This is a notation guide, not a playing range.

A standard starting-hand matrix has 13 rows and 13 columns, giving 169 hand classes. With the ranks ordered A through 2 on both axes, pairs lie on the diagonal, suited hands above it, and offsuit hands below it. The visual shows only the A-K-Q corner so the labels remain easy to read; it is not a range to play.

Before accounting for any known cards, each pocket-pair class has six combos, each suited class has four, and each offsuit class has 12. There are 1,326 possible unordered two-card holdings in a 52-card deck. Boxes are not equally large pieces of that total: one offsuit box represents three times as many combos as one suited box.

PokerStars Learn’s explanation of hand combinations covers these distinctions. For choosing actual starting hands, use Poker Starting Hands Explained alongside the situation a chart assumes.

A Colored Box Needs a Legend

A chart might show which hands open-raise, call a raise, or re-raise. Those are different decisions. An opening chart assumes the action has folded to you; it does not automatically tell you what to do after a tight player has already raised.

Check game type, table size, position, effective stacks, raise size, rake assumptions, and the action being modeled. If a box is partly colored, read the legend: it may describe a mixed action frequency. It does not mean you are dealt a fraction of a hand, and it does not automatically show the hand’s equity.

⠀

Start With the Preflop Action

Build a range from the earliest relevant decision. Consider the player’s position, whether they opened or called, the price offered, remaining stacks, and observed tendencies. Preflop Poker Strategy for Beginners explains how those choices shape the hands that reach the flop.

A big blind calling a button raise can reasonably have different holdings from an early-position player making a large re-raise. That does not establish either exact range. It gives you a starting framework, which should change when you have reliable evidence about the particular player.

Do not include a convenient river bluff if you would never have put that holding into the opponent’s earlier range. Equally, do not erase a strong hand merely because you would have raised it: another player may call with it sometimes.

⠀

Update the Range Through the Hand

Each action changes how likely different holdings are. Betting, calling, raising, and checking all supply information, but no action translates into one guaranteed hand. An opponent can check strong hands, call with draws, or bet a hand you would have checked.

Use this separate $1/$2 example. You and the big blind start with $200. Everyone folds to you on the button. You raise to $6 with K♠ Q♠, the small blind folds, and the big blind calls. The pot is $13 before rake, with $194 left each.

The flop is Q♥ 8♦ 4♠. The big blind checks, you bet $8, and they call. The pot becomes $29, with $186 remaining each. Assume you have seen this opponent defend some suited hands and call modest flop bets with pairs and occasional gutshots. A gutshot is a straight draw needing one missing rank.

Button king-spades queen-spades raises to six dollars and big blind calls. On queen-hearts eight-diamonds four-spades, an eight-dollar bet and call make a 29-dollar pot. Turn two-spades checks through. River eight-clubs brings a 20-dollar big-blind bet; assess which stronger hands, weaker hands and missed draws actually bet.

Flop: A Call Leaves Several Explanations

Weaker queens such as Q-J or Q-T can call. Some eights and pocket pairs may continue. Sets such as 8-8 or 4-4 remain possible, as do some two-pair hands if they entered preflop. J♥ T♥ is a possible gutshot to a nine, with a backdoor heart-flush possibility: it would need hearts on both remaining streets to make a flush.

Those are candidate categories and examples, not a complete range or a claim that every combo calls. A particular opponent may raise sets often or fold gutshots often. Use that evidence to adjust their likelihood rather than declaring the hands impossible.

Your top pair can be strong against much of this calling range while still losing to its strongest part. Value Betting in Poker explains why you need worse callers when betting for value.

Turn: A Check Does Not Reset the Hand

The turn is 2♠. The big blind checks, and you check behind. The pot stays $29 and both players retain $186. The check can belong to a weaker pair, a draw, or a strong hand waiting for you to bet. You cannot restore every weak preflop holding just because no one bet the turn.

The new card also changes hand strength without adding new hole cards to the range. Your K♠ Q♠ now has a flush draw as well as top pair. The possible J♥ T♥ holding still has its straight draw, but its backdoor heart-flush route has disappeared. Poker Draws Explained helps distinguish those changes.

River: Judge the Betting Range

The river is 8♣. The big blind bets $20 into $29, leaving $166 behind. Your spade draw missed. Your best hand is two pair, queens and eights, with a king kicker.

An opponent with an eight now has at least trips, meaning three of a kind with a paired board. Pocket fours makes a full house. Q-J remains weaker than your hand, and J♥ T♥ missed its straight. The river has changed what those holdings mean; it has not proved which one the opponent holds.

Now ask which hands bet $20. A player might check a weaker queen rather than value-bet it. A missed gutshot might check and surrender rather than bluff. A strong hand might choose a different size. Their betting range can therefore differ substantially from the group that reached the river.

Calling $20 would create a $69 final pot, requiring about 29.0% equity in a river call-versus-fold comparison with no rake. The price is clear; whether you win often enough is the range question. This example does not assign enough frequencies to prescribe a call or fold. Poker Pot Odds Explained covers the price, while Poker Bluffing for Beginners explains why a possible missed draw is not automatically a bluff.

⠀

Remove Cards You Can See

Known cards cannot also be in an opponent’s hand. Card removal means excluding combinations containing your hole cards or board cards. A blocker is a card you hold that removes some possible opponent holdings.

If you hold one ace before the flop, only three aces remain, so an opponent can have pocket aces in three ways rather than six. With two aces known, only one pocket-aces combo remains. These are counts of legal combinations, not statements that the opponent must have the hand.

Removal can affect both strong hands and bluffs. Holding a card that removes value combinations may help a bluff-catch, but removing likely bluffs may hurt it. A bluff-catcher is a hand that beats the bluffs you are considering but loses to the value bets. Identify the actual holdings affected instead of treating “I have a blocker” as an instruction to call.

⠀

Count Combinations Before Counting Opinions

Consider a deliberately simplified, separate river exercise. You hold K♣ Q♦ on Q♥ 9♠ 5♣ 2♦ 2♥. The pot is $80 before one opponent bets $40. At least $40 remains available for your call. Assume the opponent’s entire betting range consists of AA, KK, QQ, 99, 55, and AJs, with every legal combo equally likely. There are no ties, further bets, or rake. This is an invented betting-range model, not a range inferred from a real preflop line.

After removing known cards, AA has six combos; KK has three because you hold K♣; QQ has one because Q♦ and Q♥ are visible; 99 and 55 each have three. That makes 16 combos that beat your queens and twos. AJs has four legal combos, all of which your hand beats.

King-clubs queen-diamonds on queen-hearts nine-spades five-clubs two-diamonds two-hearts faces 40 dollars into 80. The invented equally weighted betting range has 16 stronger combos from AA KK QQ 99 55 and four AJs bluffs. Twenty percent winning equity is below the 25 percent call threshold; the call averages minus eight dollars.

You beat one of the six named classes, but that is not a one-in-six chance. You beat four of the 20 equally weighted combinations, giving 20% winning equity in this exact river model. Poker Equity Explained connects that share with possible outcomes.

Calling $40 creates a final pot of $160: the original $80, their $40 bet, and your $40 call. The break-even requirement is $40 ÷ $160 = 25%. Your modeled 20% falls short. Relative to folding, a call averages (0.20 × $120) − (0.80 × $40) = −$8. A win earns the $120 already available before your call; your returning call is not extra profit.

Folding is better under those assumptions even though some bluffs exist. Change the betting range, its weights, or the bet size, and the conclusion can change. Finding one hand you beat is not enough; the issue is how much of the relevant betting range you beat at the price offered.

⠀

Possible Does Not Mean Equally Likely

Combo counting is a starting point. A legal hand may open preflop only sometimes, call the flop infrequently, or almost never bluff the river. A range weight expresses how much of a particular combination reaches the decision you are studying.

In the river exercise, suppose each of the four AJs combos instead reaches the betting range half as often as each value combo. Their combined weight is two, against 16 for value. Your winning share becomes 2 ÷ 18, about 11.1%, rather than 20%. The cards did not change; the action assumptions did.

GTO Wizard’s range-weight documentation distinguishes range weights from equity and action frequencies. Our examples use invented weights to teach that distinction; they are not outputs from a solved strategy.

At the table, you rarely need exact percentages for every holding. Start with supported categories, then test whether a borderline decision depends on optimistic assumptions. If a call only works when an opponent bluffs every possible miss, the decision needs stronger evidence than “a bluff is available.”

⠀

Think About Both Ranges

Range advantage means one player’s possible holdings have an overall strength or equity advantage against the other’s. Nut advantage concerns the strongest available holdings, rather than the average hand. Neither label guarantees that your particular hand should bet.

Board cards interact with the ranges that reached them. An early-position raiser may have many high pairs and strong aces; a caller may retain more suited connecting hands. Which board favors whom depends on the actual positions and action, not simply on who raised first. Poker Board Texture Explained gives useful board-reading foundations.

Your opponent also responds to hands you could hold. A believable betting line needs strong hands that can actually arrive there. Avoid inventing an impressive river story that contradicts your earlier actions. Continuation Betting Explained connects both ranges with the preflop raiser’s flop decision. You can make sensible beginner decisions without memorizing a solver chart, but you still need to connect the streets.

⠀

Common Beginner Range Mistakes

  • Choosing one exact hand on the flop and refusing to reconsider it.

  • Starting fresh on each street instead of carrying forward the earlier action.

  • Treating a check as proof that strong hands are absent.

  • Assuming every missed draw bluffs or every weaker pair calls a bet.

  • Counting hand-class names equally instead of checking combinations and weights.

  • Forgetting your own cards and the board when counting legal combos.

  • Using an opening chart after a raise without checking its assumptions.

  • Copying precise frequencies from a different game, stack depth, or betting sequence.

  • Revising the whole range after seeing one surprising showdown.

⠀

Frequently Asked Questions

Does thinking in ranges mean I should never make a specific read?

No. Reliable evidence can make one holding much more likely than others. Keep track of the alternatives and the strength of the evidence instead of turning a strong suspicion into certainty.

⠀

Do I need to memorize all 169 hand classes?

No. Learn pairs, suited hands, offsuit hands, and the notation first. For practical decisions, understanding the action and grouping plausible holdings is more useful than reciting every box.

⠀

Does a range always get smaller after each action?

If your original model already included every plausible hand, later action selects from those holdings and changes their weights. In practice, new evidence can reveal that your original estimate was too narrow. Revise the estimate openly rather than pretending the newly included hands were always part of your read.

⠀

Is the widest range always the weakest?

No. A wide range can still contain the strongest hands. Its overall strength and distribution depend on which holdings it includes, their weights, and the board. Width alone does not tell you how to respond to a particular bet.

⠀

Should I use the same ranges in tournaments?

Do not transfer these cash-game examples unchanged. Antes, table size, stack depth, payout pressure, and the action can change ranges and decisions. Match the study material to the situation.

⠀

Your Range-Reading Practice Plan

  • Write down position, effective stacks, bet sizes, and action in order.

  • Start with a plausible preflop range rather than one exact hand.

  • Separate stronger made hands, weaker made hands, draws, and misses.

  • Update their likelihood after each action and each new board card.

  • Remove impossible card combinations.

  • Compare your hand with the range taking the action you face.

  • Record which uncertain assumption could change your decision.

Review one hand after your next session without looking at the opponent’s cards first. Write down several plausible holdings at each street and explain why their likelihood changes. Then reveal the showdown and ask whether the actual hand was reasonably included. The goal is better estimates across many hands, not a dramatic exact-card prediction once.

bottom of page