Hello all. Bob Dancer, in his book, claims that the number of hands in a Royal Flush cycle is around 40,000, I believe for JoB , but that doesn't matter. What matters is the comment that this cycle , i.e., the number of hands on average over infinity that need to be played to get a RF varies between games. I've been thinking about that off and on for a couple of hours and simply cannot see how that could be true.
The same deck of cards or simulated cards is used in each game and each game has a RNG. And by definition, every RNG is as close to random as we humans can make it. So , if we take just one RNG and deal hands irrespective of the particular game we are playing, the RF cycle should be consistent.
Is the RF cycle or for that matter any paying cycle different for different games because for perfect play, we play some hands differently depending on the game and that causes the fluctuations in the cycle's for an RF in different games?
Thanks, Doc
George B. 'Doc' Jump
Operations Manager
CyberWurks
www.cyberwurks.net
docjump@yahoo.com (emergency email)
A Division of DJ Systems, Inc.
28921 Aerie Road
Valley Center, CA 92082
760-749-2975 (office)
760-749-2954 (fax)
714-458-3573 (cell)
[Non-text portions of this message have been removed]