Dealt two Aces in Blackjack - What's it worth point wise?
Buy in for at least enough cash to play several hands. When the No-Hole-Card rule is in use, and all bets are at risk to a dealer blackjack, it costs the player 0. In all other cases, a stand, hit or surrender is called for. Some blackjack tables have a practice of discarding the first card from each new shoe before beginning play. When the outcome of the dealer's hand is established, any hands with bets remaining on the table are resolved usually in counterclockwise order:
Harm to minors, violence or threats, harassment or privacy invasion, impersonation or misrepresentation, fraud or phishing, show more. Dealt two Aces in Blackjack - What's it worth point wise? Let's say you're playing Blackjack standard rules and get two aces. How many points would you have? Would it be a Blackjack, because getting two aces is pretty rare? Would you have 12, because one Ace is 11 and another 11 would make 22 and would bust you so it counts as a 1?
I know about the splitting rule I know about the splitting rule that usually in this case you want to split and you only get one card and blah blah blah. I don't care about that. Best answer if you not only answer, but cite your source.
Are you sure you want to delete this answer? It can be worth 2 or You would be better off splitting, for a good shot at 2 blackjacks. With this rule in effect, an exception is made: This is a favorable rule. Generally, the player should play a hand after a split the same as the first two cards.
However, this rule does slightly change which hands should be split in the first place. As said above me you'd either have 2 or 12 and you would always split aces and also normally 8's.
You would only not split 8's if you their was a 9 or 10 value showing. A site that explains this a little better is http: Easy Money Blackjack System! Such games are easy to find in Las Vegas, although sometimes a higher minimum bet is required.
In the low-roller pits, the dealer will usually hit on a soft 17, which is bad, costing the player 0. It can be used to test just about any card counting strategy under any set of rules and conditions. It is defined as the advantage squared divided by the variance. After publishing this section, somebody accused me of stealing the idea from Edward Thorp. Indeed, in Thorp did discuss a similar strategy in his book ' Beat the Dealer ,' in the fourth chapter titled "A Winning Strategy.
Total dependent expected return table for an infinite deck 2a: Probabilities of dealer blackjack after peek 2b: Probabilities of dealer blackjack before peek 3a: Exceptions to single-deck S17 basic strategy 3b: Exceptions to double-deck S17 basic strategy 3c: Exceptions to single-deck H17 basic strategy 4: Blackjack standard deviation details 5: Infinite deck expected return by player hand and dealer upcard 6: Fine points of when to surrender 7: Effect of card removal 8: Analysis of blackjack side bets 9: Composition-dependent expected returns for 1 to 8 decks Continuous shuffling machine vs.
Value and strategy for and bonuses