Wheel Poker is a VP game that requires 6 coins per hand. The extra
coin buys you a spin of the colorful wheel at the top if you are
dealt or draw a four-of-a-kind.
We all know that the spin of the wheel isn't random at all. The
player doesn't control when it stops. My question instead concerns
the total payout on a dealt four-of-a-kind.
Assume you are playing 5 Play 9/6 DDB and are dealt four 7's. You
hold the sevens (or all five cards if you are overly cautious) and
then proceed to spin and collect (and fill out a W-2 if playing at
the $1 level or higher).
Is the machine going to spin the wheel once and add that value to the
1250 units? Or (this is my guess) does it add the value of the spin
to each of the 250 units won per hand? Or does the wheel spin 5 times
for each of the four-of-a-kinds and add those separate values?
I'm not sure of the answer, but I can be sure of one thing-you won't
get the top prize of 2000 on the spin on this hand! But please feel
free to prove me wrong and send a picture if you did.
Thanks.