Say the number of decks left is something like 3 1/3 , with everything you have on your mind at the table, i imagine it could be difficult for some to do the calculations.
Is there any other ways of calculating the true count?
Just round to the nearest whole deck - so call it 3!
When in doubt, bet the lesser spread and don't make a strategy departure if it's borderline.
Say the number of decks left is something like 3 1/3 , with everything you have on your mind at the table, i imagine it could be difficult for some to do the calculations.
Is there any other ways of calculating the true count?
Say the number of decks left is something like 3 1/3 , with everything you have on your mind at the table, i imagine it could be difficult for some to do the calculations.
Is there any other ways of calculating the true count?
Primary Secondary BC: .998+
0 -2.4(-8)
1 .6 (2)
1 .6 (2)
2 .3 (1)
2 .9 (3)
2
1
0
-1
-2
Some people actully divide by 1/2s for multple decks, including myself. Wether or not this is sufficient or not, i cant say.
Anyway instead of dividing by lets say 3 1/2. I divide by 7 then x2. I actually find this to be an alternative to 1/2s.
ibut if you divide by half decks, the true count is now +8.. there is a HUGE difference between a 4 and 8 true count, so how does that work?
i never understood that.. i know im an idiot and im missing something here, but hear me out.. if the running count is +16, and there are 4 decks left, thats a +4 true count, but if you divide by half decks, the true count is now +8.. there is a HUGE difference between a 4 and 8 true count, so how does that work?
First of all, nobodys an idiot because they dont understand something! Although, modesty is a pure and genuine thing. Its what makes us who we are. Without it you have nothing. I respect your knowledge of the game. But you have to earn respect to get respect. Its okay to correct people, but try to do so in a friendly banter. Were all here to improve our game, share our knowledge, and most importantly,to make some moneySometimes, somethings, are left better unsaid. Even when you know your right! Nobody ever notices when you do something right, but, i assure you they will always notice when you do something wrong. If you ever played in a band youll understand just how important it is to communicate with other members. Its usually not what you say but how you say it. ROK-n-ROL man.:cool2:
if the running count is +16, and there are 4 decks left, thats a +4 true count, but if you divide by half decks, the true count is now +8.. there is a HUGE difference between a 4 and 8 true count, so how does that work?
Using half-decks as a way to estimate your divisor just means you are guessing to the nearest half-deck, not the total number of half-decks remaining.
In other words, say there are exactly 4 decks left as in your example but you are estimating to nearest half-deck.
If u estimated 3.5 decks remaining, TC would be 16/3.5=4.5 or so.
If u estimated 4.5 decks remaining, the TC would be 16/4.5=3.5 or so.
So, by being inaccurate by a half-deck in your estimate of remaining decks, only creates a range from 3.5 to 4.5 in this case. Not the 4-8 range you are saying.
But, in either case, very close to the TC +4 the deck actually was.
Which, in a nutshell, is why estimating to the nearest half-deck as oppose to whole deck, often doesn't lead to any change what you would be doing anyway.
Hope that helps a little.
I actually used a similiar trick with A02. However i never became proficient at it. I used a secondary fraction count by making the fractions divisble by three. Then multiplying them by ten. Then taking 1/3 the sum of that and adding it to your primary count. For reasons i cant explain the results are same.
Option 2 has a similiar method to option 1 with a slighty higher BC. The difference here is, instead of the fractions being divisble by 3, their now divisible by 4. Somewhat in contrast of how we caculate our TC.
In option 2, ( 1. multiply the fraction X10) (2. Take 1/4 the value of that.) For this gives us the count we will be using.
Now, when calculating for betting purposes. (1. multiply the running total X4) (2. Take 1/10 the sum of that and add it to your primary count for betting purposes.
Feel free to correct me if im missing something here.
Code:OPT.1 OPT.2 Primary Secondary Secondary 0 -2.4(-8) -2.4(-6) 1 .6 (2) .4(1) 1 .6 (2) .8(2) 2 .3 (1) .4(1) 2 .9 (3) .8(2) 2 1 0 -1 -2
According to Fred Rezney, this is a problem when using unbalanced running counts only. There is a count point when-at anywhere in the shoe-the true is +2. He explains (pg. 143-144 in Blackjack Bluebook II) that the farther away from that point either way, it DOES fluxuate depending on where in the shoe you are, hence the use of calculating true edge, so that you AREN'T off that 1/16 of an inch or so.My question is, doesnt the same thing happen when the higher or lower our TC becomes? Perhaps, even more extreme than the above example?
2. Is it or is it not true that the higher or lower your TC is the less accurate it becomes?
1. Does anyone besides myself use betting indices for betting purposes. One set of indices for good rules,another, for bad ones?
2. Is it or is it not true that the higher or lower your TC is the less accurate it becomes?