The article refers to two card totals of twenty, but I'm not sure why a two-card 20 is superior to a four card twenty.
I am not taking dealer blackjacks into account as they are not relevant to the question, "Should you split 10s?".
If you're playing a VBJ machine, split 10's all you want but only once.
Quote: billryan
The article refers to two card totals of twenty, but I'm not sure why a two-card 20 is superior to a four card twenty.
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I am not aware of a table where the player can split a three or four card 20.
Quote: billryanI'm not aware of any BS that splits 10s.
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But the point of the article was to justify why you never split 10s, so it stands to reason that the article would only consider a count of 20 that is splittable . . .
Quote: unJonQuote: billryanI'm not aware of any BS that splits 10s.
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But the point of the article was to justify why you never split 10s, so it stands to reason that the article would only consider a count of 20 that is splittable . . .
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The paragraph simply said that when you have 20, you have a 92% chance of winning, so stand pat. The fact that the author stated the odds of winning was 92% tells me all I need to know about him. All my BJ and gambling books are packed away so I couldn't find the exact number, which I estimagted was around 75%, not 92%. He could have said you will only lose 8% of the hands, but instead he stated you will win 92%.
A quick Google search turned up a few different sources that claim you will win 92% of the time. We live in an age of misinformation.
Quote: billryanQuote: unJonQuote: billryanI'm not aware of any BS that splits 10s.
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But the point of the article was to justify why you never split 10s, so it stands to reason that the article would only consider a count of 20 that is splittable . . .
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The paragraph simply said that when you have 20, you have a 92% chance of winning, so stand pat. The fact that the author stated the odds of winning was 92% tells me all I need to know about him. All my BJ and gambling books are packed away so I couldn't find the exact number, which I estimagted was around 75%, not 92%. He could have said you will only lose 8% of the hands, but instead he stated you will win 92%.
A quick Google search turned up a few different sources that claim you will win 92% of the time. We live in an age of misinformation.
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True about misinformation. But just to clear the air it is your OP that introduced the article focusing on two card 20s.
Quote: charliepatrickI suspect there are Blackjack variants where it's correct to split 10s. One might have been like double exposure where you could double down if you then got an Ace. The other might have been where there's a bonus (or sidebet) which pays for a winning with a specific total. Another factor is whether you can re-split with different ten-count cards (my local allowed splitting JJ but not QJ, and you couldn't double any 21.)
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It pairs well with an ace sidecount. As does doubling 10 vs. 10, 10 vs. A, a number of high risk/profit doubles.
That's a nice plus of ace-neutral counts with ace sidecounts; the ace acts as either a high or a low card in different contexts of play strategy. So you can treat it like a high card for betting, like a low card for insurance and plays like 12 vs. 2, and again like a high card for certain doubles and splits. And like something else entirely for sidebets.
Quote: charliepatrickI suspect there are Blackjack variants where it's correct to split 10s. One might have been like double exposure where you could double down if you then got an Ace. The other might have been where there's a bonus (or sidebet) which pays for a winning with a specific total. Another factor is whether you can re-split with different ten-count cards (my local allowed splitting JJ but not QJ, and you couldn't double any 21.)
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The most obvious case is Bingo Blackjack where you often split tens, sometimes even against a dealer ace or ten.

Way back when it happened, I calculated the EV of this hand at this point before the dealer's action. IIRC, I would not take an early buyout for $25K (if it was offered).