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John Grochowski talks about Royals, how often they come,
and how hard should you go for them
by John
Grochowski
Whether they play online or offline, video poker players love to talk about
royal flushes --- the ones they hit, the ones they didn’t and the ones
that are still to come.
I had a couple of e-mails recently from players who were downright philosophical
about their royals. One asked what the lack of royals did to the payback percentage,
while the other wanted to know if expert strategy gives you a better chance
at royals.
First things first. On most video poker games, royal flushes account
for about 2 percent of your long-term return. When you read that 9-6
Jacks or Better returns 99.5 percent with expert play, royals account for about
2 percent of that.
Between royal flushes, you’re playing about a 97.5 percent game.
Within that 97.5 percent, of course, there’s room for a whole lot of
volatility. Sometimes you’re going to hit a cluster of four of a kinds,
and win big even without a royal. Sometimes you’ll struggle to find anything
better than two pair, and you’ll have a session that doesn’t begin
to approach 97 percent. It happens.
I remember volatility taking a big swing in my favor. I was playing 8-5 Jacks
or Better - the best the casino had to offer - and hit a four of a kind, and
then another.
I, then, pushed the button to cash out. The tokens started to pour into the
tray … and then the hopper jammed. I waited, and waited, and waited some
more. By the time an attendant came over and cleared the jam, the hopper then
stopped again. This time it needed a fill.
While waiting for the hopper fill, I started playing the next machine. Within
five hands, I had another four of a kind. A few minutes later, quads again.
Then again, and again. Within half an hour, I had six sets of quads to go with
the two four of a kinds on the other machine. Volatility’s turn more than
made up for my wait time.
Therefore, big wins are possible without a royal. And, of course, large, fast
losses are part of the game, too. But overall, your payback percentage is about
2 percent lower whenever your session doesn’t include a royal flush.
On to the second reader. “I read about expert strategy,” she started,
“and I was wondering. Does expert strategy help me hit more royals? I
practice on the computer, and I try to play the right way, but it’s been
about a year and a half since I hit a royal.
What’s happening?”
Royal-less streaks happen, and they can get awfully lengthy - “awful”
being a key part of that phrase. Given expert strategy, we’ll hit a royal
about once per 40,000 hands, a little more or less often depending on the game
and its strategy adaptations. For someone who plays at a steady, but not really
speedy, 500 hands an hour, that’ll give us a royal about once per 80 hours
of play.
But we can’t count on that royal being there within 80 hours. With such
a rare event, sometimes we’ll go two or three times that long without
seeing a royal flush. My reader seems to be in one of those streaks now. Frustrating,
but normal.
As for the question of whether expert strategy helps you hit more royals, the
answer is “not necessarily”. Expert strategy is designed
to maximize the average return on each decision you face, and sometimes that
means we’ll pass up the chance at a royal.
Playing 9-6 Jacks or Better and dealt Queens of clubs, diamonds and spades,
along with a King and a 10 of diamonds, do you hold the three of a kind, or
do you hold King-Queen-10 of diamonds?
If you hold the three Queens, you have no chance at a royal flush. If you hold
the three diamonds, you’ll draw a royal once per 1,081 hands. Still, holding
the three Queens is a much, much better play. You’re assured of three
of a kind, and have a chance at a full house or four of a kind. Your average
return is 21.5 coins per five wagered, compared with 6.7 coins if you hold the
three diamonds.
You could hit more royals by using a “go for it” strategy in which
you always discard cards that get in the way of royal possibilities. You’d
also lose a lot of money using it.
John
Grochowski
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