There is something I have never seen published anywhere and it has to do with the use of ANY C-D index.
Suppose we are playing against a single deck. We know that the generic index for insurance is +2. This means that EVERY time the dealer shows us an ACE and our TC is greater than or equal to +2, we will buy insurance. So far so good.
What if in addition to knowing the generic index (+2) we also know the AAvA C-D index (-3) and NO other? Does this mean that when our hand has a pair of aces and our TC is greater than or equal to -3 we will buy insurance? Of course yes.
Now stick with me with this reasoning: the next round or the one after that, the dealer shows us another ace BUT our hand is made up of a two and a seven and the TC at that moment is zero.
Here I leave the question to the forum and I would like to know how you answer it:
Would you buy insurance? Yes or No? Why?
I'm going to wait to see several answers before giving mine.
Sincerely,
Cac
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