Short simulations:
6dks, das, spl3 and spa1. 5/6 dealt out.
Bets: 1 unit at TC = 1 or > otherwise null.
Indices: Basic strategy to play the hands except Insurance Hilo index (+3)
The software looks to see how many aces are out of the deck. If there are more than the proportional share, than this excess out is multiplied by the multiplier as a negative and adjusted conveniently with the main count before the final calculation. The opposite case means the number will be positive instead. Same procedure.
1) Traditional Hilo count without adjustments:
wr = .89 se = .02
2) Using an ace multiplier = 1 with the proportional share of aces
wr = .92 se = .02
3) Using an ace multiplier = 2 with the proportional share of aces
wr = .84 se = .02
At least here, you can see that there is no base to support the notion to deduct 2 for every ace in excess still remaining.
Let?s keep this open to further double checks and more accurately sims.
Heading West? Hmmn?.. :-)
Best regards
Zenfighter
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