Super Times Pay Video Poker Odds Rating: 3,6/5 527 reviews
If you’re playing a Double Super Times Pay Poker Jacks or Better game with a full pay table (9/6), then your payback percentage is 99.54% X 1.005, or 100.037%, which means you are now playing a game with a slight edge over the house. The exciting thing about Super Times Pay Spin Poker video poker is that the multipliers raise payback. In the case of the 9 / 7 / 5 Double Bonus game shown above, the.
- You have reached the maximum of 5,000 Players Club points per day. You can keep playing as much as you'd like, of course! Points will resume counting after midnight Pacific.
- The odds of drawing royal flushes are the same in Super Times Pay as in any other video poker game. If you’re playing 9-6 Jacks or Better strategy, you’ll draw a royal an average of once per 40,391 hands regardless of whether a Super Times multiplier has appeared in the hand.
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weirdaljr
I was hoping for some help and thoughts on this. Thinking about Super Times Pay Video Poker, and the maximum payout amount and the odds of getting it. I am new to this game, but as I understand it you get a random multiplier every so often of up to 10x.
So thinking out loud if your playing $1 VP 10 play and get dealt a Royal Flush with the maximum multiplier your dealt Royal would be worth $400,000... sound right?
I am sure the odds of this are probably worse then hitting the lottery, but from what I understand you get a multiplier 1 in 15 hands, and the 10x max multiplier comes up 4% of the time. Getting dealt a Royal is 1 in ~650k, so this would make the possibility of it to happen with a maximum multiplier in the 1 to hundreds of million range, right?
(sorry I do not even know if this is possible, but I assuming it is I do not know how to calculate the odds of it happening)
So thinking out loud if your playing $1 VP 10 play and get dealt a Royal Flush with the maximum multiplier your dealt Royal would be worth $400,000... sound right?
I am sure the odds of this are probably worse then hitting the lottery, but from what I understand you get a multiplier 1 in 15 hands, and the 10x max multiplier comes up 4% of the time. Getting dealt a Royal is 1 in ~650k, so this would make the possibility of it to happen with a maximum multiplier in the 1 to hundreds of million range, right?
(sorry I do not even know if this is possible, but I assuming it is I do not know how to calculate the odds of it happening)
CrystalMath
Yes, you are in the right order of magnitude (hundreds of millions).
The odds of a deal royal flush are 1 in 659,740.
The odds of a 10x multiplier are 1 in 15 (for getting any multiplier) times 1 in 25 (getting a 10x) = 1 in 375.
These combined make the odds 1 in 243,652,500.
So, it's possible.
The odds of a deal royal flush are 1 in 659,740.
The odds of a 10x multiplier are 1 in 15 (for getting any multiplier) times 1 in 25 (getting a 10x) = 1 in 375.
These combined make the odds 1 in 243,652,500.
So, it's possible.
Nareed
So, it's possible.
Ok, so 4,000 units (at $1 each) times ten plays, times 10x multiplier is $400,000 indeed. no question there.
The question is: would the casino pay it, or would it claim that slot jackpots are capped at X amount, possibly $50 K? They do that in side bets for some table games, only the cap is for the entire table. At the tables there is a sign saying so, though, and I don't recall any such signs at VP/Slot machines.
Donald Trump is a fucking criminal
teddys
No cap, but it's hard to find Super Times Pay in denominations larger than $0.25 for exactly the reasons the thread suggests. Casinos are afraid of paying a huge jackpot. (He won HOW much!?). In one of the Detroit casinos, it is possible to play up to 9 lines of Spin Poker at $1.25 a line, so a dealt royal with the 10x multiplier would get you $90,000. I hit a royal there with the 8x multiplier. Of course it was on the bottom line, and I was only playing one line.
The Barona has a $5/5 play game with a top jackpot of $1,000,000 (dealt royal with 10x).
'Dice, verily, are armed with goads and driving-hooks, deceiving and tormenting, causing grievous woe.' -Rig Veda 10.34.4
Nareed
No cap, but it's hard to find Super Times Pay in denominations larger than $0.25 for exactly the reasons the thread suggests. Casinos are afraid of paying a huge jackpot. (He won HOW much!?).
Thanks. That's good to know. Not that I expect it to happen, you know, not to me, but that there are no caps on VP jackpots.
Donald Trump is a fucking criminal
TIMSPEED
I know where a $1 10-play 8/5 Bonus Poker is...yes, that's $60 a pop...
Super Times Pay Video Poker Odds Online
A 'normal' dealt royal would pay $40,000A 10x dealt royal would pay $400,000
Hmm..that's actually not bad odds, lol.
Gambling calls to me...like this ~> http://www.youtube.com/watch?v=4Nap37mNSmQ
weirdaljr
Super Times Pay Video Poker Odds Calculator
Thanks for the help and math guys.
TImspeed: Same here, after finding a machine with that same game/paytable (maybe the same one your referring to?) is why I posted the question. I was considering the same thing since I could play the machine sustained for a good amount of time... it is interesting at least considering that their are obviously multiple lower jackpots that you could achive with the multiplier active.
TImspeed: Same here, after finding a machine with that same game/paytable (maybe the same one your referring to?) is why I posted the question. I was considering the same thing since I could play the machine sustained for a good amount of time... it is interesting at least considering that their are obviously multiple lower jackpots that you could achive with the multiplier active.
teddys
At one casino, I play this game exclusively. Warning: anecdotal evidence:It is HARD to get the multiplier to line up with a good hand. You will whiff more times than you can imagine. I think my best hand on the 10x was a dealt two pair. I have never gotten anything like a 10x multiplied full house or flush. My biggest 8x hand was a royal, but like I said, I wasn't playing that line. I have gotten a few 4x/5x multiplied full houses, and I think a 2x/3x multiplied quad once or twice.
That said, your variance may vary :)
'Dice, verily, are armed with goads and driving-hooks, deceiving and tormenting, causing grievous woe.' -Rig Veda 10.34.4