If you are setting up a sim with 6 decks and then use the modified shoe content to change the deck composition, does it use the composition as if that is the portion left in the shoe and give accurate results?
For example, if we set up the cards as:
(A)16-(2)22-(3)20-(4)21-(5)20-(6)21-(7)22-(8)20-(9)18-(T)84
which would represent 48 cards (approx 1d) played.
My reason is this.
I ran numerous sims modifying the counts randomly with the intention to see how the aces and tens change the results.
I found that if you set it up like this:
A20-22-20-19-20-21-22-19-18-T83, the score is close to the same results as using a normal shoe using the rules I had set up. (37.66)
When you set it up like this:
A22-20-19-20-19-20-19-20-19-T80 or
A24-20-19-20-19-20-19-20-19-T78
the high aces and lower ten counts more then doubled the SCORE (81.57 & 81.23)
The example above with the A (16) came in with a SCORE of only 5.05.
I realize the card count are not the same in each example. The disparity of the SCORE IMO is very interesting.
If this is set up correctly, perhaps Ace Side counts carry more value in shoes then thought.
Assistance please.
BJC
For example, if we set up the cards as:
(A)16-(2)22-(3)20-(4)21-(5)20-(6)21-(7)22-(8)20-(9)18-(T)84
which would represent 48 cards (approx 1d) played.
My reason is this.
I ran numerous sims modifying the counts randomly with the intention to see how the aces and tens change the results.
I found that if you set it up like this:
A20-22-20-19-20-21-22-19-18-T83, the score is close to the same results as using a normal shoe using the rules I had set up. (37.66)
When you set it up like this:
A22-20-19-20-19-20-19-20-19-T80 or
A24-20-19-20-19-20-19-20-19-T78
the high aces and lower ten counts more then doubled the SCORE (81.57 & 81.23)
The example above with the A (16) came in with a SCORE of only 5.05.
I realize the card count are not the same in each example. The disparity of the SCORE IMO is very interesting.
If this is set up correctly, perhaps Ace Side counts carry more value in shoes then thought.
Assistance please.
BJC
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