Here is a trick that I have discussed and Bob Dancer has also shown this in
a different way.
Using Frugal VP (or any competitor) the base DDB shows KQJT with an EV of
93.085106 and KQJT9 as 250. The difference is 156.914894. There are 47
possible draws to KQJT. Multiplying 156.914894*47=7375. that is the amount
that needs to be added to the base game RF for the break even point thus the
BEP is 11,375. This works with any hand versus RFs and also with 3RFs (1081
replaces 47) and 2RFs (16215 replaces 47) and stiffs (177365 replaces 47).
···
From: vpFREE@yahoogroups.com [mailto:vpF…@…com] On Behalf Of
Jean Scott
Sent: Friday, July 16, 2010 11:01 PM
To: AA vpFREE Group
Subject: [vpFREE] Progressive Question
Someone asked me: <<You're playing a $1 DDB progressive, and you're dealt a
straight flush 9-K. How high would the royal progressive have to be for you
to drop the 9 and go for the royal?>>
Does someone have this answer at their fingertips to save me time figuring
it out? (I DO know how but I'm busy getting ready to be gone on vacation for
9 days)
________________
Jean $¢ott, Frugal Gambler
http://queenofcomps.com/
You can read my blog at
http://jscott.lvablog.com/
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