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  #1  
Old 12-29-04, 06:30 PM
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It's never really a good bet....
However, if you take into account the number of dreamers hoping to hit the jackpot, then I'd say whenever it gets up and over 330K.

I personally am not going for the jackpot, (although it would be nice).
I am going for the players at the jackpot tables....

I also tend to chat about how great it would be to hit the jackpot in the hopes it gets these players thinking about it and playing there 3-4suited to the river in the hopes of making that runner runner gut-shot straight flush draw.
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Old 12-29-04, 06:33 PM
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Lol Chip that's pretty smart! Increasing your edge nicely lol.

So I asked in another thread how much more the rake is here... Nobody responded . Is it 1 percent more or what???

Cheers,

Gutzz
  #3  
Old 12-29-04, 06:38 PM
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They take 50cents per raked hand... (Adds up bloody quickly).
On the other hand when you are getting 5-8 callers typically every hand, that adds up quickly too.
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Old 12-29-04, 07:28 PM
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My line was this, "Am I supposed to be playing every suited connector? Don't wanna screw up the jackpot for everybody."

I think you can jump on these things at around 225k and be ready for lots of action.
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Old 12-29-04, 08:05 PM
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I like
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Old 12-29-04, 08:25 PM
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Enthusiastic table chat does work, and also helps to quickly ID the fish by seeing who responds favorably to that sort of thing. Giving them the payout figures helps to get them worked up.

There is a that will figure it all out for you.
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Old 12-30-04, 12:17 AM
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Simne you keep spamming this calculator, let me ask you a question about it... What do the "odds" represent, and how were they calculated?
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  #8  
Old 12-30-04, 01:54 AM
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Table_share_payout:Jackpot_collection_contribution
calculated as
table_share / (0.50/number_of_players_dealt_in)

Example: For a $100,000 jackpot with 9 players dealt in, the total table share is 17.5% or $17,500. The individual table share is $17,500/7 = $2500.
Each player's jackpot collection contribution is $0.50/9 = $.05555
Thus, the table share is paying 2500:0.05555 = 45000:1

By several analyses, the odds of being in a jackpot hand seem to be a few 100,000:1. Bless the players who chase these situations.
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Last edited by Poker Bookshelf; 12-30-04 at 01:57 AM.
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