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Handnr: 172291
Submitted by : AntonChan
PokerStars Game #9359448683: Hold'em No Limit ($0.05/$0.10) - 2007/04/10 - 22:09:10 (ET)
Table 'Syrma III' 6-max Seat #5 is the button
Seat 1: Lazy_Vampire ($7.80 in chips)
Seat 2: WldAcs ($5.15 in chips)
Seat 3: funkhemist ($15.95 in chips)
Seat 4: aham 24 ($4.55 in chips)
Seat 5: Kokonaut ($20.40 in chips)
Seat 6: Yeehaw06 ($9.05 in chips)
Yeehaw06: posts small blind $0.05
Lazy_Vampire: posts big blind $0.10
Holecards
Dealt to Kokonaut  
WldAcs: folds
funkhemist: folds
aham 24: folds
Kokonaut : raises $0.30 to $0.40
Yeehaw06: calls $0.35
Lazy_Vampire: calls $0.30
Flop (Pot : $1.2)
  
Yeehaw06: checks
Lazy_Vampire: bets $1
Kokonaut : calls $1
Yeehaw06: calls $1
Turn (Pot : $4.2)
Yeehaw06: checks
Lazy_Vampire: checks
Kokonaut : bets $1.50
Yeehaw06: calls $1.50
Lazy_Vampire: folds
River (Pot : $7.2)
Yeehaw06: checks
Kokonaut : checks
Showdown
Yeehaw06: shows   (high card Ace)
Kokonaut : shows (a pair of Aces)
Kokonaut collected $6.85 from pot
Summary
Total pot $7.20 | Rake $0.35
Board
Seat 1: Lazy_Vampire (big blind) folded on the Turn
Seat 2: WldAcs folded before Flop (didn't bet)
Seat 3: funkhemist folded before Flop (didn't bet)
Seat 4: aham 24 folded before Flop (didn't bet)
Seat 5: Kokonaut (button) showed and won ($6.85) with a pair of Aces
Seat 6: Yeehaw06 (small blind) showed and lost with high card Ace
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Comments |
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tere here Canada. Apr 10 2007 20:19. Posts 949 | | |
weak, you let him chase his flush for 2.5$ , raise flop |
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| im gonna rich, you can quote me on that | |
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PokerDoc88 Australia. Apr 12 2007 09:38. Posts 3527 | | | |
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| | Last edit: 12/04/2007 09:39 |
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PokerDoc88 Australia. Apr 12 2007 09:38. Posts 3527 | | |
i don't like raising on the flop, to do so you'd need to throw in at least $3.5 which will leave half your stack behind.
most of the time, you'll just be feeding money to better hands.
calling and re-evaluating on the turn is better, you have position, and AJ really isn't the kind of hand you should be going agro with.
the presence of 3 players in the hand on the turn should allow you to make the correct decision 95% of the time on any given turn card, which would be to raise to $3.25 in this instance =P |
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