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MJ: CVCX Question: N0
If N0 is 15,000 hands for backcounting, and the percentage of hands played is 20%, does that mean I observe 15,000 hands but only play 3,000 hands to overcome 1 SD?
Similarly, if N0 is 12,000 hands for wonging and playing 2 hands/round, does that mean I will ultimately play 20% x 12,000 hands = 2400 hands or 1200 rounds to overcome 1 SD?
Thanks.
MJ
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Don Schlesinger: Re: CVCX Question: N0
> If N0 is 15,000 hands for backcounting, and the
> percentage of hands played is 20%, does that mean I
> observe 15,000 hands but only play 3,000 hands to
> overcome 1 SD?
Yes.
> Similarly, if N0 is 12,000 hands for wonging and
> playing 2 hands/round,
It's not 12,000 hands; it's 12,000 rounds of two hands each.
> does that mean I will
> ultimately play 20% x 12,000 hands = 2400 hands or
> 1200 rounds to overcome 1 SD?
if you meant to write "12,000," at the end, where you wrote "1200," instead, then, yes, it means 12,000 rounds.
Don
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MJ: Re: CVCX Question: N0
> It's not 12,000 hands; it's 12,000 rounds of two
> hands each.
I see.
> if you meant to write "12,000," at the end,
> where you wrote "1200," instead, then, yes,
> it means 12,000 rounds.
I meant to write 1200 which is what I wrote. If N0 = 12,000 rounds of two hands/round when wonging, then it would require 20% x 12,000 rounds = 2400 ROUNDS of actual playing or 2400 rounds x 2 hands/round = 4800 HANDS actually played.
So, out of 12,000 rounds, 9600 rounds we sat out and 2400 rounds we actually played, yielding a total of 12,000 rounds.
MJ
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MJ: Re: Shouldn't 2400 hands actually be written as 2400 rounds? *NM*
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Norm Wattenberger: Re: Shouldn't 2400 hands actually be written as 2400 rounds?
There are some places that rounds would be more accurate. There are some places 2x12,000 is displayed, so 'hands' is better. N0 is just labeled N0.
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MJ: Re: Shouldn't 2400 hands actually be written as 2400 rounds?
> There are some places that rounds would be more
> accurate. There are some places 2x12,000 is displayed,
> so 'hands' is better. N0 is just labeled N0.
But do you agree with my calculation above that it would require 2400 rounds which yields 4800 hands at 2 hands/round?
MJ
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