8-deck
bj favors the house by .6%, half the house-edge on baccarat, but involves doubling down, and splitting pairs, which on average requires twice(?) the initial bet to achieve that .6%. Therefore the 'actual' house-edge is about the same for the two games, at 1.25%. (The house-take is the same for each game given the same initial bet on each.)
In baccarat however, the player may be more selective of when to bet, lowering the 'actual' house-edge to say, .4% from 1.25% if the player bets, on average, every third game. (And of course, in baccarat the player doesn't have to also "follow the action", act him/herself in turn, or be "responsible" for others' losses; while the swings in those losses are more-extreme.)
'Actual' house-edge varies even when one considers the tie-outcomes. The house-edge on the banker is 1.17% not considering ties, but 1.06% when factoring in the ties. Some authors record the chances one way while some, the other. (I used the 1.17 to 1.36% numbers above, to arrive at 1.25% between.)
Lastly (, and beyond the scope of this post,) the upshot is, if a player's overall strategy relies on picking his/her spots, and given that strategy works, then the regular house-edge of 1.25% really becomes the 'actual' house-edge of here, .4%. Great if you can get it!
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