BB: t8372 M = 39.87 UTG: t14617 M = 69.60 UTG+1: t11303 M = 53.82 UTG+2: t6175 M = 29.40 MP1: t8500 M = 40.48 MP2: t10955 M = 52.17 CO: t21862 M = 104.10 BTN: t6341 M = 30.20 SB: t7220 M = 34.38
Pre Flop: (t210) 5 folds, CO raises to t200, BTN raises to t810, 2 folds, CO raises to t2011, BTN calls t1201
Flop: (t4232) 8 K 6 (2 players) CO bets t5360, BTN calls t4320 all in
Turn: (t12872) 8 (2 players - 1 is all in)
River: (t12872) 6 (2 players - 1 is all in)
Final Pot: t12872 CO shows A T (two pair, Eights and Sixes) BTN shows 6 7 (a full house, Sixes full of Eights) BTN wins t12872
SB: t14263 M = 35.22 BB: t1599 M = 3.95 UTG: t6716 M = 16.58 UTG+1: t14520 M = 35.85 UTG+2: t18159 M = 44.84 MP1: t12469 M = 30.79 MP2: t12490 M = 30.84 CO: t9725 M = 24.01 BTN: t10379 M = 25.63
Pre Flop: (t405) 4 folds, MP2 raises to t375, 1 fold, BTN raises to t808, 2 folds, MP2 raises to t1650, BTN raises to t2907, MP2 raises to t12470 all in, BTN calls t7452 all in
Flop: (t21123) 8 Q J (2 players - 2 are all in)
Turn: (t21123) 3 (2 players - 2 are all in)
River: (t21123) K (2 players - 2 are all in)
Final Pot: t21123 MP2 shows A T (a straight, Ten to Ace) BTN shows Q A (a pair of Queens) MP2 wins t21123
We have calculated your refund using an equity based method. For the purposes of the calculations below, we must assume that all skill is equal. We cannot quantify poker abilities and PokerStars is not in the business of categorising players and ordering them through perceived skill level. Nor can PokerStars quantify the mindset of each player still remaining in the event, therefore all skill is assumed equal.
In essence, the calculation is based on the amount of chips at the time the server was restarted (20:39ET), chances of getting through to the next shoot-out round, combined with the chances of getting through to the final round and its related prize money for both rounds.
At the time of the restart, you had 8709 out of the total 30,000 chips in play on your shoot-out table. Since we assume all skill is equal, your chances of making it to the next shoot-out round are 29.03% (8709 / 30.000).
If you would make it through, 5/6 times you would finish 2nd to 6th in the next shoot-out for $2721.60. The other time (1/6), you would win and advance to the final shoot-out table. The average for the first 6 payouts is exactly $32,063,10.
This combined, would bring your total chip equity up to $7611.85 at the time of the restart. This is derived from: $2721.60 x 5/6 (=$2268), plus the $32,063.10 x 1/6 (=$5343.85)
However, the chances of making it through to the next round are 29.03%, leaving 60.97% for finishing in the payout section of $637.63 of the tournament.
All in all, this would bring your total refund up to the following:
29.03% of $7611.85 = $2209.72 60.97% of $637.63 = $388.76 __________+ $2598.48 -$637.63 (prize money already received)
Preflop: 1 fold, UTG+1 bets t120, MP1 calls t120, MP2 calls t120, 1 fold, CO calls t120, 1 fold, SB raises to t760, 1 fold, UTG+1 calls t640, MP1 calls t640, MP2 calls t640, CO raises to t4600, SB raises to t8902 (All-In), UTG+1 raises to t9174 (All-In), 2 folds, CO calls t400 (All-In)
Flop: (t24364) A, 6, 7(3 players, 3 all-in)
Turn: (t24364) A(3 players, 3 all-in)
River: (t24364) 8(3 players, 3 all-in)
Total pot: t24364
Results: SB had 7, 5, 4, 9 (straight, nine high). UTG+1 had 10, J, 10, A (three of a kind, Aces). CO had 3, K, A, 4 (three of a kind, Aces). Outcome: SB won t24364
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чот сомневаюсь, что они будут пересматривать результаты вчерашнего про...а-)))
Isildur doubl up
mement_mori
Ушатали Изю грязно. Причем у оппонента на аве обезьяна :)
Ну вот и первый итм , хоть и в сайде и с говностеком, но уже что-то)
изи трипл ап
лудотурик начался
Привет, это Гамп, забыл пароль от акка.
значит, ничего нового...