Video Poker Forum

Need some help figuring out a paytable return for a game I don't think I have ever seen before. It's a 3/5 play machine with denoms in dimes and quarters. You can play it like a normal video poker game with a normal crappy pay table like 7/5 or 8/5 and such for DDB,etc. But if you wager 6 coins per line you get a "Super" bonus for quads or a straight flush. The following is the pay table that I saw for double double bonus 3 play dimes with 6 credits wagered per line (total wager $1.80/deal).
 
RF...................4000
ST.....................700
Aces w/k..........4000
Aces no/k.........1600
2,3,4s w/k.......1600
2,3,4s no/k........800
5's thru ks..........500
FH.......................35
Flush....................25
Straight................20
3oak....................15
JOB/2pr.................5
 
For quarters the return on the flush went up to 40. On the 5 play games for quarters the flush may even have been at 45. I cannot find a paytable analyzer for this game. Shadow? New? any help here would be appreciated.
 
As you can see the paytable for dimes is the putrid 7/5. What I'm most curious of: does the extra coin wagered to activate the bonus pays increase the paytable as it should? Keep in mind, I found this game in Arizona where the regulations are not the same as in Nevada for increased return for a bonus wager.
 
Thanks for your help.

The easy way to handle games like this is to simply plug the paytable into a program like winpoker, WVP or whatever. If you analyze the game you will come out with 115.86%. However, since it is 6 coins you need 120% to break even. Hence, divide 115.86 by 120 and you get .9655 as the return. Note that 7/5 DDB is only .9571 so this paytable is better than the base game.

The easy way to handle games like this is to simply plug the paytable into a program like winpoker, WVP or whatever. If you analyze the game you will come out with 115.86%. However, since it is 6 coins you need 120% to break even. Hence, divide 115.86 by 120 and you get .9655 as the return. Note that 7/5 DDB is only .9571 so this paytable is better than the base game.

 
Thanks alot Shadow. I had plugged the numbers into vp genius and came up with the 115.86% for five coins and 95.71% for 7/5 DDB straight up. However, all my years of geometry, calculus, and parabolic equations clouded my mind to the point that I forget simple algebra: (.11586 x 5)/6 = .9655. Not that I would play this game for anything except simple, quick amusement I appreciate your help with this Shadow. Now, if I can only find this game in DDB 9/6 format we'd be doing ok! 

Mule:
 
Which casino in AZ has this game? Thanks.

Mule:
 
Which casino in AZ has this game? Thanks.

 
Saw a bank of 3 uprights at Wild Horse Pass. Looks like a regular 3/5 play except the top of the machine has the game title as: Super 3/5 play.

Thanks. We don't usually go to Wild Horse Pass. Haven't seen it elsewhere but if we do, I'll post.

They have this game at the Borgata also.

This type of game is called Super Triple Play.  It is available on this Web site in a 9-6-4 pay schedule (99.16%) for Double Double Bonus.

This type of game is called Super Triple Play.  It is available on this Web site in a 9-6-4 pay schedule (99.16%) for Double Double Bonus.


 
Thanks New. Never noticed before now.