Blackjack Rule Variations and the House Edge

Why the rules matter

Blackjack is not one game. Every table posts its own rules, and each rule moves the house edge up or down. A table can look generous and still be a poor game once you add up the small penalties.

The numbers below are changes in percentage points of house edge, measured against a baseline: 8 decks, dealer stands on soft 17, double on any two cards, double after split, split up to 4 hands, blackjack pays 3:2. That baseline is 0.43%, assuming you play perfect basic strategy.

Rule by rule

RuleEffect on house edgeLearn more
Blackjack pays 6:5 instead of 3:2+1.396:5 vs 3:2
Dealer hits soft 17+0.22Dealer hits soft 17
No double after split+0.14Double after split
Double on 10 and 11 only+0.18Double after split
Double on 9 to 11 only+0.09Double after split
No resplitting+0.10Double after split
Late surrender allowed-0.07Surrender
Resplit aces allowed-0.08Double after split
Single deck instead of 8-0.48Number of decks
Two decks instead of 8-0.19Number of decks
Six decks instead of 8-0.02Number of decks

A positive number helps the house. A negative number helps you.

Rules that affect counters, not the edge

Two features do not change the house edge for a basic strategy player but matter a great deal if you count cards: the continuous shuffling machine and deck penetration. Read these before you waste time practicing card counting for a game that cannot be beaten.

Adding it up

Start at the baseline of 0.43% and apply the changes. The classic 6-deck game where the dealer hits soft 17 comes to about 0.63%: 0.43, minus 0.02 for six decks, plus 0.22 for the soft 17 rule. Add 6:5 blackjack to that and you are at roughly 2.0%, which is where the average player ends up anyway.

The trainer does this arithmetic for you. Change the rules in Settings and the trainer shows the house edge for that game.

Common questions

Which rule matters most?

Blackjack paying 6:5. It costs far more than any other single rule.

Do the rules change basic strategy?

Some do. Soft 17, the number of decks, and surrender all alter specific plays.

Are the numbers exact?

They are approximate. The effects interact, so combining them gives a close estimate, not an exact figure.

Practice it in the free trainer →