Well, I'm not Ken, but I'll take a whack at this one....
I'd never, ever say that Wong was wrong about
anything. However, the return for 9/6 Jacks-or-Better (JoB) is 99.54% with perfect play. There's a couple of possibilities here:
1. It might not have been JoB that Wong was referencing. There's so many variations of VP out there that it is easy to make the innocent error of thinking that 9/6 is top-drawer pay schedule for another game. For example, if you were to sit down at a Double Double Bonus game at 9/6, that EV is a pinch under 99%.
2. There was something else in the pay schedule Wong referenced that would boost the return. "9/6" only refers to the full house and flush. For example, if you raised the 9/6 JoB full-coin Royal payoff to 5,000 coins from the normal flattop 4,000, the EV comes very close to that 100.07%.
Billy, I'm not trying to rub your nose in anything. It sounds to me like you might be playing with some incomplete information. And since you're playing $5 per hand (I think you said 600 HPH), that 1/2% misconception is costing you about $15 per hour. If I can help you save that amount, then I'm quite happy to help.
P.S. Who can do 800 HPH? Plenty of my VP friends, most of whom would be unhappy if I posted names here. Two friends that wouldn't care are Jean Scott and Bob Dancer. As far as ""perfect play" - even those two will admit to an occasional error because playing computer-perfect 100% of the time is a human impossibility. Among other things, sticky machine buttons or playing too long and losing concentration can cause mistakes.
Is Wong wrong?
None other than respected gaming expert Stanford Wong says the payback for 9-6 VP is 100.07% when perfect playing strategy is used, in his book titled "Professional Video Poker". Others put that figure at 99.54%. Which figure is correct (if either)?
Question 2-How many people do you know can play VP "perfectly" at a rate of 800+ hands per hour consistently?
Please don't tell me Wong is wrong. He's my hero!
Billy C