Straight Odds: 1 in 254—and How Ties Work With Straights

A straight is five consecutive ranks, such as 5-6-7-8-9. It is a useful hand to recognize, but https://varimail.com/articles/wsop-story-dario-sammartino-6-million-and-the-ace-high-flush/ it can also be easy to misread: players may overvalue a low straight, overlook a better straight on the board, or confuse a straight draw with a flush draw. Knowing the straight tie rules helps you avoid those mistakes and understand when a straight wins, loses, or splits the pot.

The often-quoted figure “a straight is about 1 in 254” refers to a particular kind of poker probability: the chance of being dealt a five-card straight in a five-card hand, excluding straight flushes. It does not describe your exact chance of making a straight in Texas Hold’em. Hold’em gives you up to seven cards to choose from, and your odds change as community cards are dealt.

Where “1 in 254” comes from

In a standard 52-card deck, there are 10 possible rank sequences for a straight: A-2-3-4-5, 2-3-4-5-6, and so on up to 10-J-Q-K-A. Each sequence can be made in 45 suit combinations. That gives 10 × 1,024 = 10,240 combinations if straight flushes are included.

For a regular straight, subtract the 40 straight flushes: four suits for each of the 10 sequences. There are 10,200 regular straights among 2,598,960 possible five-card hands. That is about 0.3925%, or roughly 1 in 255 hands—commonly rounded to “1 in 254.” The small difference comes from rounding and from how a source presents the odds.

This is a five-card hand statistic, not a promise about what you will make at a Hold’em table. In Texas Hold’em, you receive two private cards and share five community cards. Your final hand is the best five-card combination available from those seven cards.

Poker straight ranking: what beats what?

In standard Texas Hold’em hand rankings, a straight beats three of a kind, two pair, one pair, and a high-card hand. It loses to a flush, full house, four of a kind, and straight flush. A royal flush is the highest possible straight flush, not a separate hand category in the usual ranking list.

Hand Example Compared with a straight Straight flush 5-6-7-8-9, all hearts Beats a straight Four of a kind Four queens Beats a straight Full house Three jacks and two fours Beats a straight Flush Five clubs, not in sequence Beats a straight Straight 6-7-8-9-10 — Three of a kind Three eights Loses to a straight

As a separate odds reference, a five-card hand has four of a kind odds: 0.0240% (1 in 4,164), also stated as about 1 in 4,165. That is an example of why published poker odds may differ slightly depending on rounding.

How to compare two straights

When two players have straights, compare the highest card in each five-card straight. The higher top card wins. If the top cards are the same rank, the hands tie and the pot is split, unless the rules of the game or an unusual side-pot situation affect how the pot is awarded.

8-9-10-J-Q beats 7-8-9-10-J because queen-high is higher than jack-high.
9-10-J-Q-K ties another 9-10-J-Q-K straight.
Suits do not break a tie. A spade straight is not stronger than the same straight in diamonds.

There are no kickers with a straight. If both players’ best five-card hands are the same straight, an extra ace, pair, or other unused card does not decide the hand. The kicker matters in hands such as one pair or high card; it does not improve a five-card straight.

The ace-low straight and the ace-high straight

The ace can be used at either end of a straight, but it cannot wrap around. A-2-3-4-5 is the lowest possible straight, often called a wheel. 10-J-Q-K-A is the highest, often called Broadway.

A-2-3-4-5 is five-high.
10-J-Q-K-A is ace-high.
Q-K-A-2-3 is not a straight.

If one player has a wheel and another has 2-3-4-5-6, the six-high straight wins. The ace in the wheel counts as low; it does not make that hand ace-high.

How straight ties work on a shared board

In Hold’em, everyone can use the five community cards. If the board itself shows a straight, players may share that straight. For example, if the board is 6-7-8-9-10, every player can use those five cards to make a ten-high straight. A player only wins outright if their hole cards let them make a better five-card hand, such as a jack-high straight using a jack and a suitable board sequence—or a hand higher than a straight.

Remember that the best five cards count, not the player’s private cards automatically. If your hole cards do not improve the board, they may be irrelevant. And if the board gives everyone the same best hand, the pot is split among the eligible players.

Quick tie sanity check

If villain has 5-6 and you have 5-6 on a 7-8-9-K-2 board, you both have a nine-high straight: the 5-6 plus the 7-8-9. The pot is split. If villain has 6-10 and you have 5-6 on that same board, villain can use 6-7-8-9-10 for a ten-high straight and wins. Your pair of sixes or any unused hole card does not act as a kicker.

Hold’em straight probability and draw odds

There is no single straight probability for every Hold’em situation. The chance depends on your hole cards, the flop, the number of unseen cards, and whether you mean making any straight or making the winning hand. A five-card straight statistic such as 1 in 254 should not be used as your personal odds after the flop.

For a common draw, an open-ended straight draw has eight apparent outs: four cards at one end of the sequence and four at the other. For example, with 6-7 on a 4-5-K flop, any 3 or 8 completes a straight. Assuming all eight outs are clean and unseen, there are 47 unknown cards after the flop.

Draw or situation Approximate chance on next card Approximate chance by river from flop Open-ended draw, 8 outs 8/47 = 17.0% on the turn 31.5% to hit by river Gutshot draw, 4 outs 4/47 = 8.5% on the turn 16.5% to hit by river Open-ended draw on turn, 8 outs 8/46 = 17.4% on river — Gutshot draw on turn, 4 outs 4/46 = 8.7% on river —

The by-river figures use the chance of missing on both cards and subtract it from 100%. For eight outs, that is 1 − (39/47 × 38/46), or about 31.5%. For four outs, it is 1 − (43/47 × 42/46), or about 16.5%.

A gutshot, also called an inside straight draw, needs one rank in the middle of the sequence. With 8-9 on a 6-J-2 flop, a 7 completes 6-7-8-9-10 only if a ten is also available in the right combination; the example as stated is not a one-card gutshot. A cleaner example is 8-9 on a 6-10-2 flop: any 7 makes 6-7-8-9-10, giving four nominal outs. Check the actual ranks before counting outs—players often label a hand a straight draw when it still needs two cards.

Outs are not always clean

The percentages above assume every listed out wins. In real games, that may not be true. A card that completes your straight could also complete an opponent’s flush or give them a higher straight. If the board pairs, an opponent may make a full house. Your draw can improve and still lose.

Also check whether your draw is open-ended or a gutshot. With 8-9 on a 6-7-K flop, a 5 or 10 completes a poker hand chart straight, so there are eight nominal outs. With 8-9 on a 6-10-K flop, only a 7 completes the sequence, so there are four. Neither situation is a flush draw unless you also have a realistic path to five cards of the same suit.

Card removal matters, too. If you hold a card that would otherwise be an out, or an opponent’s visible cards block an out, the number of available outs changes. In an actual hand, you usually cannot see an opponent’s hole cards, so treat your count as an estimate and consider whether some outs are dirty.

Use cheat sheets and equity charts as study aids

Printable cheat sheets can help newer players keep hand rankings, common draw counts, and quick odds in view during practice. A useful sheet should clearly distinguish five-card hand odds from Hold’em draw odds, and show that a straight is ranked by its highest card—not by suit. Keep it as a learning aid rather than a substitute for reading the board carefully.

Equity charts can show how often a hand wins or ties against a particular range of opposing hands. That is different from the chance of simply completing a straight. For example, your open-ended draw may have about a 31.5% chance to hit by the river with eight clean outs, but your total equity also depends on whether you can win without hitting, whether the opponent redraws, and whether a completed straight is still best.

A quick checklist for straight ties

Choose the best five-card hand available from your two hole cards and the five-card board.
Confirm that the ranks are consecutive; the ace can be low or high, but cannot wrap around.
Compare the top card of each straight. The higher top card wins.
If both best straights have the same top card and ranks, the hand ties. Suits and kickers do not break the tie.
Check for a flush, full house, four of a kind, or straight flush that beats the straight.
When calculating draw odds, count actual unseen outs and ask whether they are clean.

The central rule is simple: straights are ranked by their highest card, and identical best five-card straights split the pot. The “1 in 254” figure is a five-card deal probability, while Hold’em draw odds depend on the cards already visible. Keep those concepts separate, count the outs carefully, and always check whether the board—or an opponent’s higher straight—changes what your hand is worth.