Basic Strategy Chart

Basic strategy is the mathematically preferred way to play a blackjack hand based on the cards you can see and the rules of the game.

It does not predict which card will come next, and it does not guarantee that a hand will win. Instead, basic strategy compares the long-run expected value of the legal actions available to you — Hit, Stand, Double, Split, or Surrender — and identifies the choice that gives up the least value over time.

That distinction matters. A correct decision can still lose the hand, while an incorrect decision can sometimes win. Basic strategy is about the quality of the decision before the next card is known, not the result of one hand.

Computed live by the same engine that powers the trainer. Adjust your rules in the trainer and revisit this page to see the chart update.

Current rules: Infinite-deck model | S17 | DAS | Late Surrender | 3:2

How to Read This Chart

Start with your hand, then look across to the dealer’s visible upcard.

The chart is divided into three types of player hands:

Hard Totals

A hard hand either contains no Ace, or contains an Ace that must be counted as 1 to avoid going over 21. For example, 10 + 6 is a hard 16.

Soft Totals

A soft hand contains an Ace that can still be counted as 11 without busting. For example, A + 6 is a soft 17. Soft hands often allow more aggressive play because drawing another card cannot immediately bust the hand in the same way as a hard total.

Pairs

When your first two cards have the same value, splitting may become available. Pair strategy compares the value of playing the cards together with the value of separating them into two hands.

Each cell in the charts below shows the action with the best long-run expected value under your selected table rules — see the legend beneath the charts for what each letter means.

Hard Totals

See the reasoning behind these decisions in Hit or Stand and Double Down, or the worked examples for 16 vs 10, 12 vs 4 and 11 vs 6.

2345678910A
Hard 20SSSSSSSSSS
Hard 19SSSSSSSSSS
Hard 18SSSSSSSSSS
Hard 17SSSSSSSSSS
Hard 16SSSSSHHRRR
Hard 15SSSSSHHHRH
Hard 14SSSSSHHHHH
Hard 13SSSSSHHHHH
Hard 12HHSSSHHHHH
Hard 11DDDDDDDDDH
Hard 10DDDDDDDDHH
Hard 9HDDDDHHHHH
Hard 8HHHHHHHHHH
Hard 7HHHHHHHHHH
Hard 6HHHHHHHHHH
Hard 5HHHHHHHHHH

Soft Totals

See the reasoning behind these decisions in Hit or Stand and Double Down.

2345678910A
Soft 20SSSSSSSSSS
Soft 19SSSSSSSSSS
Soft 18SDDDDSSHHH
Soft 17HDDDDHHHHH
Soft 16HHDDDHHHHH
Soft 15HHHDDHHHHH
Soft 14HHHDDHHHHH
Soft 13HHHHDHHHHH

Pairs

See the reasoning behind these decisions in Splitting Pairs and Why Split Aces and 8s?.

2345678910A
A,APPPPPPPPPP
10,10SSSSSSSSSS
9,9PPPPPSPPSS
8,8PPPPPPPPPP
7,7PPPPPPHHHH
6,6PPPPPHHHHH
5,5DDDDDDDDHH
4,4HHHPPHHHHH
3,3PPPPPPHHHH
2,2PPPPPPHHHH
H — Hit S — Stand D — Double P — Split R — Surrender

Rows are the player’s hand, columns are the dealer’s upcard. Each cell is the action with the best long-run expected value, derived from win / push / lose probability and expected value — not a hardcoded table.

Expected Value of Every Starting Hand

The chart above says what to do. This table adds how good or bad that best play is: each cell shows the best action and its expected value (EV) per $1 bet. It uses the site's default rules (dealer stands on soft 17, double after split, late surrender) and the same numbers the trainer shows; the 10 and Ace columns include the chance that the dealer has blackjack. Unlike the chart above, this table doesn't change with the trainer's rule settings.

How to read it: find your hand on the left and the dealer's card on top. "R -0.538" for hard 16 against a 10 means: surrender; even then you lose about 53.8 cents per $1 bet on average, and every other play loses more.

Hand2345678910A
Hard totals2345678910A
Hard 20S+0.640S+0.650S+0.661S+0.670S+0.704S+0.773S+0.792S+0.758S+0.435S+0.146
Hard 19S+0.386S+0.404S+0.423S+0.440S+0.496S+0.616S+0.594S+0.288S-0.019S-0.115
Hard 18S+0.122S+0.148S+0.176S+0.200S+0.283S+0.400S+0.106S-0.183S-0.242S-0.377
Hard 17S-0.153S-0.117S-0.081S-0.045S+0.012S-0.107S-0.382S-0.423S-0.464S-0.639
Hard 16S-0.293S-0.252S-0.211S-0.167S-0.154H-0.415H-0.458R-0.500R-0.538R-0.654
Hard 15S-0.293S-0.252S-0.211S-0.167S-0.154H-0.370H-0.417H-0.472R-0.538H-0.640
Hard 14S-0.293S-0.252S-0.211S-0.167S-0.154H-0.321H-0.372H-0.431H-0.507H-0.612
Hard 13S-0.293S-0.252S-0.211S-0.167S-0.154H-0.269H-0.324H-0.387H-0.469H-0.582
Hard 12H-0.253H-0.234S-0.211S-0.167S-0.154H-0.213H-0.272H-0.340H-0.429H-0.550
Hard 11D+0.471D+0.518D+0.566D+0.615D+0.667D+0.463D+0.351D+0.228D+0.089H-0.209
Hard 10D+0.359D+0.409D+0.461D+0.513D+0.576D+0.392D+0.287D+0.144H-0.054H-0.251
Hard 9H+0.074D+0.121D+0.182D+0.243D+0.317H+0.172H+0.098H-0.052H-0.218H-0.353
Hard 8H-0.022H+0.008H+0.039H+0.071H+0.115H+0.082H-0.060H-0.210H-0.307H-0.444
Hard 7H-0.109H-0.077H-0.043H-0.007H+0.029H-0.069H-0.211H-0.285H-0.371H-0.522
Hard 6H-0.141H-0.107H-0.073H-0.035H-0.013H-0.152H-0.217H-0.293H-0.389H-0.518
Hard 5H-0.128H-0.095H-0.061H-0.024H-0.001H-0.119H-0.188H-0.267H-0.366H-0.501
Soft totals2345678910A
Soft 20S+0.640S+0.650S+0.661S+0.670S+0.704S+0.773S+0.792S+0.758S+0.435S+0.146
Soft 19S+0.386S+0.404S+0.423S+0.440S+0.496S+0.616S+0.594S+0.288S-0.019S-0.115
Soft 18S+0.122D+0.178D+0.237D+0.295D+0.382S+0.400S+0.106H-0.101H-0.210H-0.372
Soft 17H0.000D+0.055D+0.119D+0.182D+0.256H+0.054H-0.073H-0.150H-0.259H-0.432
Soft 16H-0.021H+0.009D+0.058D+0.126D+0.180H-0.005H-0.067H-0.149H-0.268H-0.422
Soft 15H0.000H+0.029H+0.059D+0.126D+0.180H+0.037H-0.027H-0.112H-0.237H-0.398
Soft 14H+0.022H+0.051H+0.080D+0.126D+0.180H+0.080H+0.013H-0.075H-0.206H-0.373
Soft 13H+0.047H+0.074H+0.102H+0.133D+0.180H+0.122H+0.054H-0.038H-0.174H-0.347
Pairs2345678910A
A,AP+0.471P+0.518P+0.566P+0.615P+0.667P+0.463P+0.351P+0.228P+0.089P-0.232
10,10S+0.640S+0.650S+0.661S+0.670S+0.704S+0.773S+0.792S+0.758S+0.435S+0.146
9,9P+0.185P+0.242P+0.302P+0.363P+0.443S+0.400P+0.215P-0.094S-0.242S-0.377
8,8P+0.019P+0.087P+0.157P+0.228P+0.326P+0.212P-0.088P-0.405P-0.529P-0.581
7,7P-0.155P-0.075P+0.011P+0.100P+0.188P-0.091H-0.372H-0.431H-0.507H-0.612
6,6P-0.219P-0.137P-0.050P+0.044P+0.108H-0.213H-0.272H-0.340H-0.429H-0.550
5,5D+0.359D+0.409D+0.461D+0.513D+0.576D+0.392D+0.287D+0.144H-0.054H-0.251
4,4H-0.022H+0.008H+0.039P+0.080P+0.146H+0.082H-0.060H-0.210H-0.307H-0.444
3,3P-0.138P-0.064P+0.015P+0.102P+0.169P-0.068H-0.217H-0.293H-0.389H-0.518
2,2P-0.089P-0.026P+0.043P+0.127P+0.195P-0.007H-0.159H-0.241H-0.344H-0.483

Two hands can share the same kind of answer and still be worlds apart. Doubling hard 11 against a dealer 6 is worth +0.667 per $1, while hard 16 against a dealer 10 still loses 0.538 even with the best play (surrender). A negative number doesn't mean the play is wrong: every option loses on average there, and this one loses least. See What Is Expected Value? for how these numbers are calculated.

Why Table Rules Matter

There is no single blackjack strategy chart that is correct for every table.

Small rule changes can change the expected value of a decision. Blackjack Decision Lab therefore lets the chart respond to the rules selected in the trainer.

S17 vs. H17

S17 means the dealer stands on all 17s, including soft 17.

H17 means the dealer hits soft 17.

When the dealer hits soft 17, the house generally has an additional opportunity to improve some dealer hands. As a result, a few player decisions can change compared with an S17 game.

Double After Split — DAS

When Double After Split is allowed, you may double certain hands after splitting a pair. This can make some split decisions more valuable.

If DAS is not allowed, the optimal choice for some pairs may be different.

Late Surrender

Late surrender allows you to give up the hand after the dealer checks for blackjack, usually losing half of the original practice wager instead of playing the hand to completion.

Surrender is only optimal in a limited number of difficult situations, but when it is available it can reduce the expected cost of those hands.

3:2 vs. 6:5 Blackjack

A natural blackjack traditionally pays 3:2 at many tables.

A 6:5 payout pays less for the same natural blackjack and generally produces a significantly less favorable game for the player.

The payout rule affects the overall economics of the game and should always be checked before comparing one blackjack table with another.

See House Edge Explained for how much each of these rules moves the casino's advantage.

What Basic Strategy Does — and Does Not Do

Basic strategy helps answer one specific question:

Given the cards and rules I can see right now, which legal action has the best mathematical expectation?

It does not tell you what card will appear next. It does not remove short-term variance. It does not guarantee a winning session, and it does not turn blackjack into a risk-free game.

Its purpose is simpler: to help you avoid giving up unnecessary expected value through weaker decisions.

That is also why Blackjack Decision Lab separates Decision Quality from Actual Outcome. If you make the mathematically preferred choice and lose the hand, the decision can still have been correct. If you make a weaker choice and happen to win, the favorable result does not make the original decision optimal.

Basic strategy is therefore best understood as a decision framework, not a prediction system.

From the Chart to the Table

A strategy chart is useful for reference, but the goal is not only to memorize letters in a grid.

The trainer lets you play complete hands, make each decision yourself, and then compare your choice with the probability and expected value behind the alternatives.

Use the chart when you need a reference. Use the trainer when you want to understand why the chart says what it says.

Start Training