For my first year at the table I "played my draws" without ever counting them. A flush draw and a gutshot felt about the same — both were "cards that could come" — so I called the same on both and wondered why I kept losing. The fix wasn't a strategy course. It was a five-minute habit: stop, and actually count the cards that save me.
That habit is called counting outs, and it's the single skill that sits underneath every odds decision in poker. Before you can ask "is this call profitable?" you have to answer "how many cards win the hand for me?" This guide is the counting half — the 
poker odds and probability chart is the reference behind it, and pot odds is what you do with the number once you have it.
Outs at a glance
What Are Outs in Poker?
An out is any card still in the deck that turns your hand into a likely winner. If you hold a flush draw, every remaining card of your suit is an out — catch one and you have a flush.
The word "likely" is doing quiet work there. A true out has to actually win the hand, not just improve your cards. Pairing your ten when a flush is already on the board isn't an out — you improved, but you're still losing. Learning to count outs is really learning to count the cards that win, and to ignore the ones that only look helpful.
Everything downstream — your equity, your pot odds, your call-or-fold — starts from this one number. Get the out count wrong and every calculation after it is wrong too.
How to Count Your Outs (Step by Step)
Counting outs is a three-step routine you run on every draw until it's automatic:
Name your draw
What hand are you chasing? Flush, straight, a bigger pair, a set — be specific about the target
Count the cards that complete it
There are 13 of each suit and 4 of each rank. Subtract the ones you can already see (your cards + the board)
Strip out the fakes
Cross off any "out" that completes your hand but still loses — a flush card that pairs the board, a straight that hands someone a higher one
Take a flush draw: 13 cards of your suit exist, you can see four of them (two in your hand, two on the board), so 13 − 4 = 9 outs. That subtraction — counting the ones you can't catch because you're already holding them — is where beginners slip.
The counting only uses cards you can see. You don't subtract your opponent's unknown cards; you treat every unseen card as still live. That's why the standard out counts below hold up regardless of what anyone else is holding.
Poker Outs Chart: Every Common Draw
Memorize these and you'll recognize your out count on sight. This is the chart every winning player has burned into memory:
| Your draw | Outs | Why |
| Flush + open-ended straight | 15 | The monster — two draws at once |
|---|---|---|
| Flush draw | 9 | 13 of a suit − 4 you can see |
| Open-ended straight draw | 8 | Four cards on each end |
| Flush + gutshot | 12 | 9 flush + 4 gutshot − 1 shared card |
| Two overcards | 6 | Three of each rank to pair |
| One pair → two pair or trips | 5 | 3 to pair your kicker + 2 to trip up |
| Gutshot (inside straight) | 4 | Only one rank fills the hole |
| One overcard | 3 | Three cards to make top pair |
| Pocket pair → set | 2 | The last two of your rank |
The two combo draws at the top are where players fumble the arithmetic, so they get their own section below. Everything else is straight subtraction: count the ranks or suits that finish your hand, take away what you can see.
Outs to Odds: The Conversion Chart
Counting outs is only useful once you turn them into a percentage you can compare to the price you're being offered. Here's the master table — the odds of hitting by the river, plus the one-card odds for when you're already on the turn:
| Outs | Turn only (1 card) | By the river (2 cards) | River odds |
| 2 | 4.3% | 8.4% | 11-to-1 |
|---|---|---|---|
| 4 | 8.5% | 16.5% | 5-to-1 |
| 6 | 12.8% | 24.1% | 3.1-to-1 |
| 8 | 17.0% | 31.5% | 2.2-to-1 |
| 9 | 19.1% | 35.0% | 1.9-to-1 |
| 12 | 25.5% | 45.0% | 1.2-to-1 |
| 15 | 31.9% | 54.1% | 0.85-to-1 |
Two numbers matter for every draw. "By the river" counts both remaining cards and applies when you're all-in on the flop with nothing left to bet. "Turn only" counts just the next card — use this the moment there's more betting to come, because you're only guaranteed to see one card at a time. Beginners quote the fat "by the river" number while facing a turn bet, talk themselves into a call, and pay for it.
Notice the 15-out monster: with two cards to come it's actually a favorite (54.1%), the rare draw you can happily get all-in with on the flop.
The Rule of 4 and 2: Outs → Odds in Your Head
You can't carry that table to the table, so use the shortcut every player relies on:
- •On the flop (two cards to come): outs ×4 ≈ your % to hit by the river.
- •On the turn (one card to come): outs ×2 ≈ your % to hit on the river.
There's one place the rule lies: high out counts on the flop. Because ×4 double-counts the small chance of hitting on both streets, it overshoots once you're past ~8 outs.
| Outs | Rule says (×4) | True by river | Off by |
| 8 | 32% | 31.5% | +0.5% |
|---|---|---|---|
| 9 | 36% | 35.0% | +1% |
| 12 | 48% | 45.0% | +3% |
| 15 | 60% | 54.1% | +6% |
The tidy fix for big draws: for more than 8 outs on the flop, multiply by 4 and then subtract (outs − 8). For 15 outs: (15 × 4) − 7 = 53%, almost exactly right. For everyday draws of 8 outs or fewer, plain ×4 and ×2 are all you need. The full derivations live in the probability chart.
Combo Draws: Why 9 + 8 Isn't 17
The big draws trip people up because you can't just add the two out counts — some cards do double duty, and counting them twice inflates your equity.
Say you hold J♠ T♠ on a 9♠ 8♣ 2♠ flop. You have two draws stacked: a flush draw (spades) and an open-ended straight draw (any Q or 7 makes the straight). Add them naively and you get 9 + 8 = 17. But the Q♠ and 7♠ each complete both the flush and the straight — they're already inside the 9 flush outs. Count them once:
- •Flush outs: 9 (every spade)
- •Straight outs that aren't spades: Q♥ Q♦ Q♣, 7♥ 7♦ 7♣ = 6
- •Total: 15 outs, not 17
Dirty Outs: The Cards That Only Look Like Wins
This is the section most guides skip, and it's the one that actually saves money. A dirty out (or "tainted" out) is a card that completes your hand but can still lose — so counting it at full value overstates your equity. Winning players count raw outs, then discount the dirty ones before reaching for the Rule of 4 and 2.
Three situations to train your eye for:
The non-nut flush
Holding 8♠7♠ on K♠9♠2♣, you have 9 spade "outs" — but if a spade comes and an opponent holds a bigger spade, you make a flush and still lose. Discount your outs when you're not drawing to the nut flush
The paired board
A flush draw on a board like J♥8♥8♣ looks like 9 clean outs, but the board is already paired — a made full house may be waiting, so some of your flushes are dead on arrival
Overcards into strength
Two overcards (A-K on Q-8-3) count as 6 outs on paper, but if a big raise screams a set or two pair, pairing your ace often isn't good — count 3, maybe 4, not 6
You rarely know the exact discount, and that's fine. The move is directional: when the board or the action tells you an out might not win, shave the count down before you convert. A player who counts 9 outs on a paired board and calls the pot is paying full price for a draw that's quietly worth six. Reading which outs are clean is a board-texture skill — build it with how to read the board.
FAQ
The 3 Things to Remember
1. Count what wins, not what improves. An out has to make the best hand, not just a better one. Subtract only the cards you can see. 2. Convert with 4 and 2. Outs × 4 on the flop, × 2 on the turn. Trim the estimate for big draws (over 8 outs) by subtracting (outs − 8). 3. Discount the dirty ones. Non-nut flushes, paired boards, and overcards into strength all shrink your real out count. When in doubt, count fewer.
Nail the count and the rest of poker math falls into place. Take your out count straight into how to calculate pot odds to see if the price is right, or back up to the full poker odds and probability chart for the exact number behind every draw.