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kewlj
kewlj
kewlj
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February 3rd, 2013 at 9:10:07 AM permalink
So, with a 10% bonus on royal flushes, what kind of payback would there be on a full pay game? I have no idea how to figure this out, so I will leave it to one of you math wiz's. Surely it has to push it up over 100%
JohnnyQ
JohnnyQ
JohnnyQ
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February 3rd, 2013 at 9:26:38 AM permalink
KJ:

The Wiz's other site has lots of cool info on it,
like the percent each winning hand contributes
to the payback on a VP game.

WIZARDOFODDS.com

But generally speaking, the RF is 2 % of the
total payback in VP. So that would raise the paytable
by 0.2 %, so it probably does NOT put the
payback at over 100 %, at least if my reasoning
is correct.
There's emptiness behind their eyes There's dust in all their hearts They just want to steal us all and take us all apart
Scot
Scot
Scot
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February 3rd, 2013 at 9:29:15 AM permalink
Quote: kewlj

So, with a 10% bonus on royal flushes, what kind of payback would there be on a full pay game? I have no idea how to figure this out, so I will leave it to one of you math wiz's. Surely it has to push it up over 100%



It adds about .2% to the return of 9/6 JoB.

Jacks or Better - Wizard of Odds

Quote: Jacks or Better - Wizard of Odds


"9-6" Jacks or Better
Hand Payoff Combinations Probability Return
Royal flush 800 493512264 0.00002476 0.01980661



The Royal Flush is normally worth 1.980661%. Add on a 10% bonus and that adds an additional 0.1980661%. That would put 9/6 JoB up to 0.997419701, or 99.7419701%.
kewlj
kewlj
kewlj
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February 3rd, 2013 at 9:33:43 AM permalink
Quote: Scot

It adds about .2% to the return of 9/6 JoB.

Jacks or Better - Wizard of Odds

Quote: Jacks or Better - Wizard of Odds


"9-6" Jacks or Better
Hand Payoff Combinations Probability Return
Royal flush 800 493512264 0.00002476 0.01980661



The Royal Flush is normally worth 1.980661%. Add on a 10% bonus and that adds an additional 0.1980661%. That would put 9/6 JoB up to 0.997419701, or 99.7419701%.



Oh wow. less than I thought. Thanx, Scot
JB
Administrator
JB
JB
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February 3rd, 2013 at 10:44:30 AM permalink
Quote: Scot

The Royal Flush is normally worth 1.980661%. Add on a 10% bonus and that adds an additional 0.1980661%. That would put 9/6 JoB up to 0.997419701, or 99.7419701%.


That is with no strategy adjustment. If you adapt your strategy, it returns 99.7462%.

If you can find a novelty game which yields more royals than normal, that might be a better bet - Dream Card Poker and Chase the Royal games come to mind.
Scot
Scot
Scot
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February 3rd, 2013 at 10:51:12 AM permalink
Quote: JB

That is with no strategy adjustment. If you adapt your strategy, it returns 99.7462%.


Good point.
tringlomane
tringlomane
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February 3rd, 2013 at 11:47:40 AM permalink
Quote: JB


If you can find a novelty game which yields more royals than normal, that might be a better bet - Dream Card Poker and Chase the Royal games come to mind.



Probably not though because I don't think many of these machines are full-pay, even in Vegas.

And fyi, kewlj, for anything dealing with video poker return calculators and strategies, JB's calculators are excellent!

https://wizardofodds.com/games/video-poker/analyzer/

https://wizardofodds.com/games/video-poker/strategy/calculator/

https://wizardofodds.com/games/video-poker/strategy/calculator/
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