Dúvida por odds:
Na mão abaixo fiz a conta dos por odds dos três jogadores, alguém concorda com os cálculos? Ou discorda? Se quiser analisar a mão fique a vontade VLW!!!
PokerStars Hand #169198915422: Tournament #1887327539, $1.29+$0.21 USD Hold'em No Limit - Level IV (40/80) - 2017/04/18 0:22:11 BRT [2017/04/17 23:22:11 ET]
Table '1887327539 1' 6-max Seat #2 is the button
Seat 1: H3RR33 (4547 in chips) + de 40bb 56,8bb
Seat 2: GummyBrant (2776 in chips) + de 30bb 34,7bb
Seat 4: AlexanderVS (1677 in chips) + de 20bb 20,96bb
H3RR33: posts the ante 10
GummyBrant: posts the ante 10
AlexanderVS: posts the ante 10
AlexanderVS: posts small blind 40
H3RR33: posts big blind 80 pote 30+40+80=150 quase 2bb
HOLE CARDS
Dealt to GummyBrant [3c As]
GummyBrant: raises 160 to 240 Raise 3x proteger a mão Pot Ods=(150+160)/160=310/160=1,93/1 - para cada 1 investido leva-se 1,93
AlexanderVS: calls 200 Pot Ods=(240+200)/200=44/20=22/10=2,2/1 para cada 1 investido leva-se 2,2
H3RR33: calls 160 Pot Ods=(440+160)/160=60/16= 3,75/1 para cada 1 investido leva-se 3,75
Pot Odds Final GummyBrant: 600/160 3,75/1 , AlexanderVS 600/200 3/1, H3RR33 600/160 3,75/1
FLOP [3h 5c 6h]
AlexanderVS: checks
H3RR33: bets 80
GummyBrant: raises 910 to 990
AlexanderVS: folds
H3RR33: calls 910
TURN [3h 5c 6h] [Tc]
H3RR33: checks
GummyBrant: bets 1536 and is all-in
H3RR33: calls 1536
RIVER [3h 5c 6h Tc] [Td]
SHOW DOWN
H3RR33: shows [5h 4d] (two pair, Tens and Fives)
GummyBrant: shows [3c As] (two pair, Tens and Threes)
H3RR33 collected 5802 from pot
GummyBrant finished the tournament in 3rd place
SUMMARY
Total pot 5802 | Rake 0
Board [3h 5c 6h Tc Td]
Seat 1: H3RR33 (big blind) showed [5h 4d] and won (5802) with two pair, Tens and Fives
Seat 2: GummyBrant (button) showed [3c As] and lost with two pair, Tens and Threes
Seat 4: AlexanderVS (small blind) folded on the Flop
