Which denomination game would you choose? $20,000 coin in will be
played. The problem is the best game available is 9/6 JoB. However,
there are many denominations and some play choices for this game.
One is a $.05 50 play machine and the other options are for $.25, $1,
$2, $5, $10 and $25 machines single line and a $1 or $2 - 3 /5 play
machine.
I guess the reason I am asking this question is because it is a
less than 100% game. I know what the long term expectation would be
and I know that some of you can figure the expected cost per hour
playing this game. However, do some of you have any personal
experience or short term expectation as to which option might leave
have the best chance of leaving you on the right side of the random
curve?
It would be all random luck, but would you rather play $125 a hand,
or one of the lower 5 coin options. At $1.25 a hand t would take
most of a day to play $20,000 through a machine. The 50 play game
would take would take about one tenth as long.. The $125 a hand
machine would play $20,000 in about 15 minutes.
I guess I am wondering, knowing nobody can answer this for sure, if
there would be a preference for about how many hands one would choose
to play in hopes of just having some random luck. Certainly 16,000
hands at $1.25 per hand gives you many more chances for a royal than
only 160 hands at $125. However, maybe too many hands is not good at
a negative game. Maybe just gambling on a few lucky hands such as a
couple of four of a kind or full houses (or maybe a straight flush)
would be preferred.
Please limit the answer to 9/6 JoB and a $20,000 coin in
expectation. My uneducated guess would be to play enough hands to
have some chance for a few good hands. I would vote for using the $1
3/5 play machine. My second guess would be the $2 ($10 per hand)
gamble. I do not know why these might be the best choices and that
is why I am asking for opinions!
Thanks,
Bob
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