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Critical index blackjack

Critical Index focuses on the perspectives, stories, and data that impacts the gaming industry and community here and around the globe. Critical Index focuses on the perspectives, stories, and data that impacts the gaming industry and community here and around the globe. Homepage. How do Blackjack indexes affect advantages of counts? The more indexes that a card counter uses, the higher the advantage. So obviously the advantages at each true count must change. This chart shows the advantages by true count, but only for six decks. Card Counting Index Generation. Where do indexes come from? Indexes are used to make better playing decisions based on the count. This chart displays the data used to generate the 16 vs. ten index. The red line shows your advantage if you stand and the green line is the advantage by count if you hit. Casino Vérité Blackjack Card Counting.

Effect of Blackjack Indexes

Of the doubling indices, only 10 and 11 vs. By properly weighting each of these possibilities, according to how probable each hand and series of events is, one would determine basic strategy for the decision of whether to hit or stand on 16 versus X. From the practical point of view, the only pair-splitting indices worth learning at all are splitting X-X vs. This is not surprising since the effect of indexes kicks in at different points. I will point out here that an "infinite deck" is not only an impossibility, but that if one were keeping a running count of cards as they were removed from an infinite number of standard card decks shuffled together, one's efforts would be pointless since "true" count would inevitably always equal 0. Thread starter Bendtackle Start date Apr 16,

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Algebraic Approximation of Optimum Blackjack Strategy for Card Counters (Revised)

Indexes are used to make better playing decisions based on the count. This chart displays the data used to generate the 16 vs. The red line shows your advantage if you stand and the green line is the advantage by count if you hit. Your advantage is terrible either way and gets worse the higher the count.

The higher the count, the higher the proportion of tens are left. The more tens, the more likely that you will bust if you hit and the more likely the dealer will have a So, you're pretty much screwed. However, we can see that hitting becomes a worse decision more quickly than standing as the count increases.

So, we hit on low counts and stand on high counts for the best possible result. The point at which the lines cross is the index. This chart provides an example of an index affected by rule change. Normally we do not split 4's against a dealer 5. But with the Double After Split rule, we do. The green line is the advantage with no splitting. As the count increases, the green line slopes upward giving us a very nice advantage at higher counts where the dealer will probably bust.

The red line displays advantages for splitting the 4's with no DAS. This line also increases as the count rises. But it does not rise quickly enough to cross the green line. So, we never split. On the other hand the blue line adds the extra advantage due to the possibility of doubling after a split. The blue line does cross the green line indicating that the split is advantageous above the cross point.

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Details

The more indexes that a card counter uses, the higher the advantage. So obviously the advantages at each true count must change. This chart shows the advantages by true count, but only for six decks. In all cases, the trend is higher advantage at higher counts and the more indexes the higher the advantage. But the effect of using more indexes is different at different counts. At a count of zero it makes little difference as you are playing very close to Basic Strategy.

At higher counts, we see that the most important 22 indexes supply most of the gain. At the very low counts, full indexes make a much larger difference. But, you should avoid playing at these counts. This chart is like the second chart on the previous page. But here we see the increase in advantage at each count displayed for full, partial and no indexes.

Again, a common card counting rule of thumb is that the increase at each count is about. As we can see here this depends on the number of indexes. This is not surprising since the effect of indexes kicks in at different points.

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The red bars in this chart are the same as the red bars in the chart on the previous page. The green and blue bars show that the gain in advantage per true count is much less with fewer indexes.

As we saw on the True Count Frequencies page, the high and low counts rarely occur. Effect of Blackjack Indexes How do Blackjack indexes affect advantages of counts? What is the change in advantage from TC to TC?

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