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Originally Posted by
Freightman
...
A simple exercise to demo this. A 6 deck shoe with exactly 26 cards to bottom of shoe. RC is +5, TC is 10. Hi Lo is easiest to demo - so how many different combinations of 23456, 789, face and ace are there to achieve True 10. How many of those True 10’s aren’t worth insuring. How many of those True 10’s aren’t even close to justifying a max bet.
Play with that for a while.
This makes me more confused. Earlier I solved your quiz on insurance decisions but it used the neutral cards of 789, but in your FBM count system, you partition all cards into three different groups, high 10JQKA, medium 6789, low 2345. Then you bet two boxes with different betting ramps. Can you explain how you keep all the counts for these three card groups? Also, can you explain why you need two hands with different ramps? Are you using the two piles of chips to keep different counts? Do you need a collaborator to help count cards?
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