88% vs 11% en el turn

$0.05/$0.1 No-Limit Hold'em (6 handed)

Known players:
SB = ($8.75)
BB = ($4.98)
MP2 = ($7.62)
MP3 = ($4.20)
CO (Hero) = ($2.47)
BU = ($2.00)

Preflop: Hero is CO with A, J.
2 folds, Hero raises to $0.30, 2 folds, BB calls $0.20.

Flop: ($0.65) 2, T, 8 (2 players)
BB checks, Hero bets $0.62, BB calls $0.62.

Turn: ($1.89) J (2 players)
BB checks, Hero raises to $1.55, BB calls $1.55.

River: ($4.99) K (2 players)





90% vs 9% en el turn

$0.05/$0.1 No-Limit Hold'em (5 handed)

Known players:
BU = ($3.68)
SB = ($7.96)
BB = ($3.80)
MP3 (Hero) = ($1.89)
CO = ($3.00)

Preflop: Hero is MP3 with T, T.
Hero raises to $0.30, 2 folds, SB calls $0.25, BB folds.

Flop: ($0.7) 8, 7, 5 (2 players)
SB checks, Hero bets $0.67, SB calls $0.67.

Turn: ($2.04) 9 (2 players)
SB checks, Hero raises to $0.92, SB calls $0.92.

River: ($3.88) 9 (2 players)


Final Pot: $3.88.
Results follow:

SB shows three of a kind, nines(9 J).
Hero shows two pairs, tens and nines(T T).

SB wins with three of a kind, nines(9 J).


Pues eso de conservar mis 4$ y sumarles 4$ mas, a ponerme con -4$

Y las 2 contra el mismo tio, eso es varianza... x'D