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Perfect river.

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  1. #1

    Default Perfect river.

    Well not THAT perfect but i knew he was holding an ace aswell.

    ***** Hand History for Game 3739871566 *****
    $25 NL Texas Hold'em - Tuesday, March 14, 10:32:08 ET 2006
    Table Seaductive (Real Money)
    Seat 6 is the button
    Total number of players : 10
    Seat 3: pokeraceg ( $3.50 )
    Seat 5: GetnDollas ( $16.65 )
    Seat 8: aukat1 ( $13.75 )
    Seat 9: Jaipur1 ( $20.45 )
    Seat 7: Two_Orange ( $24.10 )
    Seat 10: Tip1234 ( $26.65 )
    Seat 2: no_clue100 ( $9.42 )
    Seat 1: Rohbau1 ( $27.25 )
    Seat 4: mjheff ( $4.40 )
    Seat 6: aefefy65 ( $4.65 )
    Two_Orange posts small blind [$0.10].
    aukat1 posts big blind [$0.25].
    ** Dealing down cards **
    Dealt to Two_Orange [ Ac 4c ]
    Jaipur1 folds.
    Tip1234 folds.
    >You have options at Red Carpet Table!.
    Rohbau1 calls [$0.25].
    >You have options at Table 99030 Table!.
    no_clue100 folds.
    pokeraceg folds.
    mjheff folds.
    GetnDollas calls [$0.25].
    aefefy65 folds.
    Two_Orange calls [$0.15].
    aukat1 checks.
    ** Dealing Flop ** [ Jd, Tc, Kc ]
    Two_Orange checks.
    aukat1 bets [$0.25].
    >You have options at Table 99030 Table!.
    Rohbau1 calls [$0.25].
    GetnDollas calls [$0.25].
    >You have options at Red Carpet Table!.
    Two_Orange calls [$0.25].
    ** Dealing Turn ** [ Qd ]
    Two_Orange bets [$1.50].
    aukat1 folds.
    >You have options at Table 99030 Table!.
    Rohbau1 raises [$4].
    GetnDollas folds.
    Two_Orange is all-In [$22.10]
    Rohbau1 calls [$19.60].
    ** Dealing River ** [ Jc ]
    >You have options at Red Carpet Table!.
    Rohbau1 shows [ As, Th ] a straight, ten to ace.
    Two_Orange shows [ Ac, 4c ] a flush, ace high.
    Two_Orange wins $46.75 from the main pot with a flush, ace high.

  2. #2
    nutsinho's Avatar
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    Sep 2005
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    flattin ur 4bets, makin u tilt
    4 people in the pot= OPEN PUSH TURN PLEASE
    My bankroll is the amount of money I would spend or lose before I got a job. It is calculated by adding my net worth to whatever I can borrow.

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