Progressive payout return
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MJ1234
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Progressive payout return
Hi All,
I did a quick search and couldn't find an answer to this question. I have been playing $0.25 progressive machines around vegas (I like the 10/7 game at the 4 Queens) and I'm wondering how much in % is added to the expected return for each $100 increase (or $1) in the jackpot?
Thanks!
Mike
I did a quick search and couldn't find an answer to this question. I have been playing $0.25 progressive machines around vegas (I like the 10/7 game at the 4 Queens) and I'm wondering how much in % is added to the expected return for each $100 increase (or $1) in the jackpot?
Thanks!
Mike
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alpax
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If you have Java installed on your system and browser plugin, you can use the tool
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
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OTABILL
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If you have Java installed on your system and browser plugin, you can use the tool
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
There is no one answer as it would depend on the type of progressive. We play a DDB progressive that includes the royal; AWAK; Aces; 2,3,4 w kicker; and 2,3,4. Have seen a similar one where there is an added progressive for regular quads..
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
There is no one answer as it would depend on the type of progressive. We play a DDB progressive that includes the royal; AWAK; Aces; 2,3,4 w kicker; and 2,3,4. Have seen a similar one where there is an added progressive for regular quads..
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alpax
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The paytable calculator is flexible to adjust the payout of any payable hands and not just the Royal Flush, it supports the most common game types out there.
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Eduardo
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So far, all progressives have a return of 0% for me. I've never walked away from one with a penny left.
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Vman96
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If you have Java installed on your system and browser plugin, you can use the tool
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
I think you're off by a factor of about 10 there.
A good comparison if you don't have a calculator handy is that $500 (at quarters) above the base value is about the value of one paytable "notch" (~1.1%)
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
I think you're off by a factor of about 10 there.
A good comparison if you don't have a calculator handy is that $500 (at quarters) above the base value is about the value of one paytable "notch" (~1.1%)
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BillyJoe
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[QUOTE=alpax] If you have Java installed on your system and browser plugin, you can use the tool
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
I think you're off by a factor of about 10 there.
A good comparison if you don't have a calculator handy is that $500 (at quarters) above the base value is about the value of one paytable "notch" (~1.1%)[/QUOTE]
But only if you catch it..
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
I think you're off by a factor of about 10 there.
A good comparison if you don't have a calculator handy is that $500 (at quarters) above the base value is about the value of one paytable "notch" (~1.1%)[/QUOTE]
But only if you catch it..
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alpax
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[QUOTE=alpax] If you have Java installed on your system and browser plugin, you can use the tool
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
I think you're off by a factor of about 10 there.
A good comparison if you don't have a calculator handy is that $500 (at quarters) above the base value is about the value of one paytable "notch" (~1.1%)[/QUOTE]
Oops mistake on my part, I am so used to playing $1 JoB so much that I misread the quarter denomination part on the original post.
http://wizardofodds.com/games/video-poker/analyzer/
Instead of 4000, enter the progressive amount to get a return. Every $100 usually adds 0.02% to the overall return in most games, but try it out anyways.
I think you're off by a factor of about 10 there.
A good comparison if you don't have a calculator handy is that $500 (at quarters) above the base value is about the value of one paytable "notch" (~1.1%)[/QUOTE]
Oops mistake on my part, I am so used to playing $1 JoB so much that I misread the quarter denomination part on the original post.
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shadowman
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In most games the RF pays 4000 credits which is around 2% of the overall payback of the game. You can use this rule of thumb for progressives. 400 credits would be one tenth of the 2% return or .2% as mentioned previously. Since 400 credits is $100 in quarters that would be the gain for every $100 increment.
You can improve this a little through strategy variations as well.
My best progressive was a little over $2300 on quarters. My lowest was $1002.
You can improve this a little through strategy variations as well.
My best progressive was a little over $2300 on quarters. My lowest was $1002.
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MJ1234
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Everyone... really appreciate the responses! Thanks!

























