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View Poll Results: When you are driving, and a cop pulls in behind you, do you feel:
Served and protected, or 2 13.33%
apprehensive? 13 86.67%
Voters: 15. You may not vote on this poll

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  #2601  
Old 11-23-2007, 01:57 AM
obiedman obiedman is offline
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Join Date: Jun 2006
Location: \"If it shows their cards why did you keep betting?\"
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Default Re: Official November Thread: General Discussion

GODDAMN I CANNOT WIN A FLIP AGAINST THIS DUDE
  #2602  
Old 11-23-2007, 02:03 AM
Paul B. Paul B. is offline
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Location: Thailand soon?
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Default Re: Official November Thread: General Discussion

you need a BAKKER?
  #2603  
Old 11-23-2007, 02:20 AM
obiedman obiedman is offline
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Default Re: Official November Thread: General Discussion

no?
  #2604  
Old 11-23-2007, 02:48 AM
LazyD LazyD is offline
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Default Re: Official November Thread: General Discussion

Full Tilt Poker, $3/$6 NL Hold'em Cash Game, 2 Players
LeggoPoker.com - Hand History Converter

Hero (BB): $1,293.75
SB: $2,227.75

Pre-Flop: 7[img]/images/graemlins/spade.gif[/img] 7[img]/images/graemlins/club.gif[/img] dealt to Hero (BB)
SB calls $3, <font color="red">Hero raises to $15</font>, SB calls $9

Flop: ($30) K[img]/images/graemlins/club.gif[/img] 7[img]/images/graemlins/heart.gif[/img] A[img]/images/graemlins/diamond.gif[/img] (2 Players)
<font color="red">Hero bets $21</font>, SB calls $21

Turn: ($72) 3[img]/images/graemlins/spade.gif[/img] (2 Players)
Hero checks, SB checks

River: ($72) K[img]/images/graemlins/heart.gif[/img] (2 Players)
Hero checks, <font color="red">SB bets $2,191.75 and is All-In</font>, Hero calls $1,257.75 and is All-In

Results: $2,587.50 Pot ($0.50 Rake)
Hero showed 7[img]/images/graemlins/spade.gif[/img] 7[img]/images/graemlins/club.gif[/img] (a full house, Sevens full of Kings) and WON $2,587 (+$1,293.25 NET)
SB showed 2[img]/images/graemlins/heart.gif[/img] K[img]/images/graemlins/diamond.gif[/img] (three of a kind, Kings) and LOST (-$1,293.75 NET)
  #2605  
Old 11-23-2007, 03:22 AM
NHFunkii NHFunkii is offline
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Default Re: Official November Thread: General Discussion

heh, played my first poker in a month, like 10 minutes at 5/10 is all it took to spew off a stack
  #2606  
Old 11-23-2007, 04:25 AM
SlowHabit SlowHabit is offline
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Default Re: Official November Thread: General Discussion

It's quite embarrassing that after so many hands of poker, I don't know how to do a simple equity calculation. Can you guys enlighten me?

Problem 1:
Money already in pot: $1000
Villain's stack: $900
Hero's stack: $800

Villain's equity: 75%
Hero's equity: 25%

I make it hot on the flop and pushed. If Villain folds, I win $1000; ez moneys.

If Villain calls, his hand has an equity of $600. My hand has an equity of $450. Total, I lose $150 every time Villain calls.

So, the question is "what percentage of the time should Villain go away so I can break even?"

I use the following formula. Please correct me if I'm wrong. Thanks.

0 = 1000x + (1-x)(-150)
  #2607  
Old 11-23-2007, 04:30 AM
manupod manupod is offline
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Location: God, it\'s time for the curing
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Default Re: Official November Thread: General Discussion

How much money do I need to make in a year from poker to need a person to help me?
  #2608  
Old 11-23-2007, 04:31 AM
Eagles Eagles is offline
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Default Re: Official November Thread: General Discussion

Random question for people in college/uni how do you deal with everyone being giant nits?
  #2609  
Old 11-23-2007, 04:52 AM
pdoran10 pdoran10 is offline
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Location: Minneapolis, MN, U.S.
Posts: 2,681
Default Re: Official November Thread: General Discussion

pbjaxx - If you find a good accountant anytime in the next month or so you should really drop my a PM. I live in MN too and need one for the first time here. I think Im going to start looking at the beginning of December if I dont get referred to one by then. Obv Ill pm you if i find one myself.
  #2610  
Old 11-23-2007, 04:54 AM
DevinLake DevinLake is offline
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Location: Calgary, Alberta, Canada
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Default Re: Official November Thread: General Discussion

[ QUOTE ]
I use the following formula. Please correct me if I'm wrong. Thanks.

0 = 1000x + (1-x)(-150)

[/ QUOTE ]

looks good.
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