Much is made of splitting 10's vs a 6 or 5.
Much of the literature and or sims (that I have read/done) show that the indexes for these is 12 and 10 respectivly.
Then there is the non mathamatical opinion, of some that it generates to much heat, and should possibly be passed on even though its the most profitable play.
My question is: Why is there not too much attention for A/9 (soft 20)???
Mathmatically it is better than 10/10, for the reason that you only desire ONE paint card. With the 10/10 split, you would desire 2 paint cards, which would effectivly lower the count more. A/9 would also (arguably) be much LESS of a heat producer.
Just curious why hardly any of the literature talks of this play (as a higher index play of course, like +8-+10ish)
???
Much of the literature and or sims (that I have read/done) show that the indexes for these is 12 and 10 respectivly.
Then there is the non mathamatical opinion, of some that it generates to much heat, and should possibly be passed on even though its the most profitable play.
My question is: Why is there not too much attention for A/9 (soft 20)???
Mathmatically it is better than 10/10, for the reason that you only desire ONE paint card. With the 10/10 split, you would desire 2 paint cards, which would effectivly lower the count more. A/9 would also (arguably) be much LESS of a heat producer.
Just curious why hardly any of the literature talks of this play (as a higher index play of course, like +8-+10ish)
???