2013年12月8日星期日

Jukka Orders 20 Beers, Busts 17th from Battle of Malta

The Dudeson’s Jukka certainly made the most of his time at the Battle of Malta.
For the last three days Jukka has been scooping pots, laughing it up with the players at his table and even tripping over marked cards chairs.
For his last act Jukka ordered 20 beers for everyone at his table and then promptly busted in 17th place.
Jukka made an ill-timed shove with 7 6 and got snapped off by Sonny La who had A Q.
Jukka has been making miracle hands throughout the tournament but his luck finally ran out as the board went:
J 9 2 2 Q
The Dudeson’s stuntman looked a bit stunned but then got up and said, “Well that was fun. Thanks everybody.”
And with that the tight-wearing Finn exited the poker room leaving 20 beers behind.
He picks up €3,919 for coming in 17th place but misses out on the final table.
In other news Giovanni Ceraso busted in 18th place when Ambjorn Haga flopped a set of nines against his J-J.
We're down to 16.
Average Stack: 1,110,000
Players Left: 16
Tables Left: 2

Dinner Break, Ambjorn Haga Hunting BOM Title

We’ve reached the last dinner break of the 2013 Battle of Malta and marked cards players are out on a 60-minute dinner break.
Norwegian Ambjorn Haga re-took the chip lead over the last level and is once again crushing with 4.6 million.
The level wasn’t as kind to former chip leader Sonny La who dropped down to 1.6 million.
Here are the complete chip counts followed by bios for all our final table players:

  • Ambjorn Haga – 4675000
  • Lauri Pesonen – 3715000
  • Louis Cartarius – 3000000
  • Alessandro de Iaco – 2450000
  • Konrad Abela – 1360000
  • Sonny La – 1665000
  • Arhur Popov – 910000
Average Stack:2,537,143
Players Left:7
Tables Left:1

2013年12月7日星期六

Double-Ups For Everyone

Just as we entered 150,000/300,000 blind levels with a 10,000 ante, Louis Cartarius scored a massive double up.
Cartarius opened the pot for 600,000 and Ambjorn Haga decided to shove his massive stack in the middle.
Cartarius called and flipped marked cards over A Q, which had Haga’s K-J dominated.
The rollercoaster board ran out K 8 7 9 4 and gave Haga a pair of kings on the flop but ultimately gave Cartarius the pot when he hit a flush on the turn.
Cartarius briefly took the chip lead but then doubled up Konrad Abela on the next hand, which gave Abela the chip lead and bumped Cartarius down to last.
It’s kill or be killed out there.
Here’s how it all shook down after the dustup.
  • Konrad Abela – 7.1 million
  • Ambjorn Haga – 5.7 million
  • Louis Cartarius – 5.5 million
Average Stack: 5,920,000
Players Left: 3
Tables Left: 1

2013年12月6日星期五

How to Determine the Winning Poker Hand

When playing poker with your family or friends, one of the things you're going to need to know is how to determine the winning hand in all scenarios.
Before we go any further, first you need to memorize or print out the order of poker hands.
Once you know that a flush beats a straight and three of a kind beats two pair, you're off to a good start.
The majority of marked cards poker hands are simple to determine a winner from.
If one player has a flush, and no one else has a flush or better, it doesn't take much thought to figure out who's the winner.
It's once things get a little bit more complicated that people start to get confused. First, you want to remember these rules of poker hands:
  • You must make the best hand possible using exactly five cards
  • All five cards are used in deciding the strength of the hand
  • No cards outside of the best five have any bearing on the strength of the hand
If you're playing Texas Hold'em poker, players are allowed to use any combination of cards from their hand and/or the board cards.
This means if the absolute best five-card hand a player can make is by using the five cards on the board, then that is his or her final hand (this is known as playing the board).
Some Common Areas of Confusion
Here's a quick rundown of a couple common areas of confusion, and how to resolve the winner:
Two Players (or More) Have a Flush
If more than one player has a flush, you award the pot to the player with the highest flush. This includes all five cards, for example:
Board:
         
Player 1:
   
Player 2:
   
In this scenario, Player 1 wins the pot. The reason is that when you look at all five cards, Player 1 has the higher flush:
Player 1:
         
Player 2:
         
All the cards are the same, until the final fifth card. Since  7 is higher than 6, Player1 wins the entire pot.
If instead of the 2 on the board, that card was the T, both players would have the same flush (playing the board) and the pot would be split.
Two Players Have Two Pairs
When two players have two pairs, it can sometimes be confusing for people to know who won.
Take this example:
Board:
         
Player 1:
   
Player 2:
   
In this scenario, Player1 wins infrared contactlenses the entire pot. Two pair is always ranked by the value of the highest pair first, and only if that pair is the same for both players do you rank by the second pair.
If both of two pairs are identical, it will be the kicker that will decide the winner (the highest-value fifth card is the kicker).
In this scenario because the two paired on the river, Player 1 has two pair - A A 2 2 with the kicker K.
Player 2 has the lower two pair - K K Q Q with the kicker 3. Aces are higher than kings, so Player 1 wins the entire pot.
Who Wins?
Board:
         
Player 1:
   
Player 2:
   
Take a second to figure it out. This is a very bad beat, as once the river falls both players now have four of a kind with nines.
Only Player 1, who up until this point had nothing special, has the highest kicker with an ace.
Even though Player 2 flopped a full house - K K K 9 9 - once the fourth nine fell, he was now playing four-of-a-kind nines with a king kicker.
Player 1 wins the whole pot.
The Omaha Rule
The rules in determining the best hand in Omaha are exactly the same as in Texas Hold'em with one additional rule:
  • Every player must make the best five-card hand using exactly two cards from his hand (you're dealt four cards in Omaha) and three cards from the board.
This means that if there are four hearts on the board and you only have one in your hand you do not have a flush.
You must always use exactly two cards from your hand.