Set out in the table below are the mathematical house edges applicable to 7 seat live blackjack games offered at various live casinos, based on a consideration of their house rules and an assumption of optimal game play.
It offers a comparison of optimal play blackjack returns at various live casinos. That is to say, the house edge enjoyed by the casino if you are playing correct basic strategy.
If you are not playing optimally, the house edge figures become irrelevant. They also do not apply to side bets (increasingly being offered at at live blackjack tables), only the ‘main bet’.
House edge is another way of expressing return to player (RTP) rate. A house edge of 0.5% implies an RTP of 99.5%: 0.5% of total retained by the house; 99.5% returned to the players. In mathematical terms, house edge = 1-RTP.
The smaller the house edge the better!
| Playtech | Evolution | Pragmatic Play | OnAir Ent. | Ezugi | StakeLogic | |
|---|---|---|---|---|---|---|
| House Edge | 0.54% | 0.72% | 0.59% | 0.56% | 0.50% | 0.56% |
| Blackjack pays | 3:2 | 3:2 | 3:2 | 3:2 | 3:2 | 3:2 |
| Decks used | 8 | 8 | 8 | 8 | 8 | 8 |
| Dealer stands all 17s |  | | | | | |
| Double after split | |  | (except split As) | | | |
| Double any 2 cards | | | | | | |
| Hit split Aces | | | | | | |
| Can Re-split | | | | | | |
| Surrender offered* | | | | | | |
| 10 Card Charlie | | | | | | |
| Play at: | bet365 Dafabet Bwin Betfred 888 Frumzi | 888 Dublinbet William Hill Stake Betway Bwin | Dublinbet Stake 888 Betway Bwin Leo Vegas | Royal Vegas Leo Vegas Betway Frumzi Amunra Unibet | Stelario Dafabet Dublinbet LeoVegas Frumzi Amunra | Stelario Windetta Leo Vegas Frumzi Amunra BetVictor |
| Portomaso | HoGaming | VIG | Microgaming | Creedroomz | Iconic21 | LiveG24 | |
|---|---|---|---|---|---|---|---|
| House Edge | 0.573% | 0.607% | 0.669% | 0.512% | 0.46% | 0.49% | 0.695% |
| Blackjack pays | 3:2 | 3:2 | 3:2 | 3:2 | 3:2 | 3:2 | 3:2 |
| Decks used | 8 | 8 | 6 | 8 | 8 | 8 | 8 |
| Dealer stands all 17s | | | draws soft 17 | | | | |
| Double after split | | | | | | | |
| Double any 2 cards | | | | 9-11 only | | | 9-11 only |
| Hit split Aces | | | | | | | |
| Can Re-split | (4 times) | | | | | | |
| Surrender offered* | | | | | | | |
| 10 Card Charlie | | | | | | | |
| Play at: | Leo Vegas Betsson | Stelario Windetta Dafabet | Dublinbet Stelario Windetta | Royal Vegas Dafabet Betway | Stelario Windetta Amunra | Frumzi Amunra | OlyBet BetVictor 710 Live |
* Some providers now offer cash outs on their blackjack tables, but the amounts are house calculated based on the state of play. This is different to the classic Blackjack Surrender rule where a fixed percentage of your bet stake (usually half) is returned on surrender.
2 common myths perpetuated about the game of blackjack:
1. Non-optimal play by other players at your table will effect your returns.
Players often grumble and groan at the decisions made by other players at their table under the misguided belief that these decisions will impact negatively on their bet outcomes. In fact, while non-optimal, or even downright ridiculous decisions made by other players may put you off your game, they will have absolutely no impact on the mathematical returns applying to your game.
Similarly, where you are positioned on the table relative to other players, good or bad, is irrelevant to the house edge applicable to your bet decisions.
2. Counting cards is illegal.
Casinos would certainly like to have you believe this, as it discourages counting, but the fact is it is perfectly legal and no casino can prosecute a player for having counted their way to a massive win at the blackjack table.
This isn’t to say they will tolerate proficient counters however. All casinos, whether terrestrial or online employ counter measures to detect and or prevent players’ ability to effectively count and bet to that count. And of course in the event that these counter measures don’t work, there is that old casino fallback of reserving the right to refuse service to whom ever they choose.
Live casinos thwart card counting in blackjack by instituting shuffle policies that render counting strategies largely ineffective.
