Hi,
würde gerne wissen ob die beiden Pushes am Flop nach Pot-Odds in Ordnung gehen + wäre sehr dankbar falls sich jemand noch kurz die Zeit nimmt und mir die Formel zur Berechnung der Pot-Odds am Flop erläutert. (Sorry, dass die erste Hand Fullring ist aber geht hier nur um die Berechnung)
Poker Stars, $0.02/$0.05 No Limit Hold'em Cash, 6 Players
Poker Tools Powered By Holdem Manager - The Ultimate Poker Software Suite.
BTN: $3.74 (74.8 bb)
SB: $7.63 (152.6 bb)
Hero (BB): $5.16 (103.2 bb)
UTG: $5.07 (101.4 bb)
MP: $5.17 (103.4 bb)
CO: $3.71 (74.2 bb)
Preflop: Hero is BB with A
T![]()
UTG raises to $0.15, MP folds, CO calls $0.15, BTN calls $0.15, SB folds, Hero calls $0.10
Flop: ($0.62) 7
4
2
(4 players)
Hero checks, UTG checks, CO bets $3.56 and is all-in, BTN raises to $3.59, Hero calls $3.59, UTG folds
Turn: ($11.36) 2
(3 players, 1 is all-in)
River: ($11.36) K
(3 players, 1 is all-in)
Results:
Spoiler
$11.36 pot ($0.47 rake)
Final Board: 7
4
2
2
K
BTN showed J
J
and won $10.89 ($7.15 net)
Hero showed A
T
and lost (-$3.74 net)
UTG mucked and lost (-$0.15 net)
CO showed 6
5
and lost (-$3.71 net)
Poker Stars, $0.02/$0.05 No Limit Hold'em Cash, 9 Players
Poker Tools Powered By Holdem Manager - The Ultimate Poker Software Suite.
BTN: $5.24 (104.8 bb)
SB: $4.30 (86 bb)
BB: $3.55 (71 bb)
Hero (UTG+1): $5 (100 bb)
UTG+2: $2.78 (55.6 bb)
MP1: $5 (100 bb)
MP2: $5 (100 bb)
MP3: $4.63 (92.6 bb)
CO: $5.14 (102.8 bb)
Preflop: Hero is UTG+1 with J
A![]()
Hero raises to $0.15, 4 folds, CO calls $0.15, BTN folds, SB calls $0.13, BB calls $0.10
Flop: ($0.60) 6
7
4
(4 players)
SB checks, BB checks, Hero bets $0.40, CO folds, SB raises to $1.20, BB calls $1.20, Hero raises to $4.85 and is all-in, SB calls $2.95 and is all-in, BB calls $2.20
Turn: ($12.30) T
(3 players, 2 are all-in)
River: ($12.30) Q
(3 players, 2 are all-in)
Results:
Spoiler
$12.30 pot ($0.51 rake)
Final Board: 6
7
4
T
Q
SB showed 6
4
and won $11.79 ($7.49 net)
BB showed Q
K
and lost (-$3.55 net)
Hero showed J
A
and lost (-$4.30 net)
CO mucked and lost (-$0.15 net)
Vielen Dank und grüße
PP