Prehistory. Only a few hands at the table, but the CO seemed like a maniac.
PokerStars - $0.02/$0.04 (6 max) - Holdem - 6 players
Hand converted by PokerTracker 4
CO: 25.25 BB
BTN: 36 BB
Hero (SB): 14.75 BB
BB: 5 BB
UTG: 15.5 BB
MP: 18.25 BB
Hero posts SB 0.25 BB, BB posts BB 0.5 BB
Pre Flop: (pot: 0.75 BB) Hero has T♦ T♣
UTG calls 0.5 BB, MP calls 0.5 BB, CO raises to 1 BB, fold, Hero raises to 1.5 BB, BB calls 1 BB, UTG calls 1 BB, MP calls 1 BB, CO raises to 2 BB, Hero calls 0.5 BB, BB calls 0.5 BB, UTG calls 0.5 BB, MP calls 0.5 BB
Flop: (10 BB, 5 players) 7♦ 4♠ 5♣
Hero checks, BB bets 0.5 BB, UTG raises to 1 BB, MP calls 1 BB, CO raises to 1.5 BB, Hero calls 1.5 BB, fold, UTG raises to 2 BB, fold, CO calls 0.5 BB, Hero calls 0.5 BB
Turn: (17.5 BB, 3 players) K♣
Hero checks, UTG bets 1 BB, CO raises to 2 BB, ...
Spoiler
Hero calls 2 BB, UTG calls 1 BB
River: (23.5 BB, 3 players) K♠
Hero checks, UTG checks, CO bets 1 BB, Hero calls 1 BB, UTG calls 1 BB
CO shows A♦ 6♦ (One Pair, Kings) (Pre 26%, Flop 42%, Turn 26%)
Hero shows T♦ T♣ (Two Pair, Kings and Tens) (Pre 61%, Flop 42%, Turn 62%)
UTG mucks 5♦ 2♦ (Two Pair, Kings and Fives) (Pre 13%, Flop 16%, Turn 12%)
Hero wins 26.25 BB
On the flop, the plan is to check-raise. When it comes back, it's three bets, so I see no point in putting in four.
The turn: The K is bad, but not super-bad. When it comes back to me, I get 10:1, but I sort of "know" that I'm likely to pay four BB to see the river, and perhaps eight to get to showdown, so the odds are hard to calculate.
/Johan =
