Event #4: $10,000 Short Deck Poker
Days:
12
Event #4: $10,000 Short Deck Poker
Day 1 Completed

Nitsche Edges Past Robl Late to Lead Short Deck Final Table

mnuwwarah • Level 15: 0-0, 25,000 ante
Dominik Nitsche
Dominik Nitsche

Things got wild at the 2018 Poker Masters on Monday as the latest poker craze hit the U.S. for its big buy-in stateside debut.

Event #4: $10,000 Short Deck Poker drew a field of 55 entries in what proved to be a very swingy Day 1. When the dust settled from the flurry of all ins — some tables seemingly saw an all-in shove about every other hand — German high roller Dominik Nitsche had inched past Andrew Robl for the chip lead heading into the final table of six.

SeatPlayerStack
1Dominik Nitsche4,980,000
2Ryan Tosoc3,025,000
3Maurice Hawkins1,025,000
4Cary Katz830,000
5Isaac Haxton1,775,000
6Andrew Robl4,865,000

Due to the volatility of short deck and the fact that hand equities run so close together, a unique format was worked out for the Poker Masters event. Players would receive 100,000 in starting chips and two add-on plaques worth 100,000 each that they could cash in whenever they want, with any leftovers automatically converting at the end of the reentry period.

If a wild all-in fest is what the organizers expected, that's exactly what they got. Players would build up stacks of several hundred thousand or even into the seven figures, only to see them melt away after losing a series of all-in pots in a row.

At no time was the volatility more apparent than the end of the night, when Nitsche went from shoving and at risk on the bubble with ace-ten against Robl's ace-king suited to surpassing Robl for the lead 40 minutes later. Nitsche flopped a ten and rivered another in the aforementioned hand, then doubled through Robl again — after Justin Young bubbled out — when his jacks made a runner straight against ace-queen suited all in preflop.

Both players are just shy of 5 million with the ante going to 30,000.

Robl seems likely to be one of the most experienced in the format, having participated in the Triton Super High Roller Series in Korea recently and probably in Macau cash games before that. In contrast, several players like Isaac Haxton admitted it was their first time even playing the game.

Jason Koon is another veteran of some overseas short deck games, and he used that experience to make it into the money, min-cashing in eighth. Jonathan Depa followed him after coming runner-up in the Event #3: $25,000 Pot-Limit Omaha final table.

The final table is scheduled for a noon restart on Tuesday and will be streamed on PokerGO. Regardless of the result, Brandon Adams will remain atop the points leaderboard as this is the first final table he's missed out on so far.

Those looking to keep chasing Adams can look forward to Event #5: $25,000 No-Limit Hold'em, covered right here on PokerNews at 2 p.m.

Tags: Andrew RoblDominik Nitsche

Nitsche Takes from Robl

tRaMSt0p • Level 15: 0-0, 25,000 ante

From second-to-act, Dominik Nitsche raised to 350,000 and Andrew Robl called on the button.

The flop landed {9-Diamonds}{8-Clubs}{K-Clubs} and Nitsche checked to Robl who bet 400,000. Nitsche called, and then both players checked the {6-Hearts} on the turn.

The river fell the {8-Diamonds} and Nitsche led out for 1,200,000, and Robl used his full extension of free time before folding.

Dominik Nitsche de
Dominik Nitsche
de 5,250,000 970,000
Andrew Robl us
Andrew Robl
us 3,800,000 -610,000

Tags: Andrew RoblDominik Nitsche

Final Table Draw and Counts

mnuwwarah • Level 15: 0-0, 25,000 ante
SeatPlayerStack
1Dominik Nitsche4,280,000
2Ryan Tosoc3,200,000
3Maurice Hawkins1,150,000
4Cary Katz570,000
5Isaac Haxton1,420,000
6Andrew Robl4,410,000
7Jonathan Depa1,080,000
Andrew Robl us
Andrew Robl
us 4,410,000 -415,000
Dominik Nitsche de
Dominik Nitsche
de 4,280,000 530,000
Ryan Tosoc us
Ryan Tosoc
us 3,200,000 535,000
Isaac Haxton us
Isaac Haxton
us 1,420,000 -55,000
Maurice Hawkins us
Maurice Hawkins
us 1,150,000 -510,000
Jonathan Depa us
Jonathan Depa
us 1,080,000 -20,000
Cary Katz us
Cary Katz
us 570,000 -1,080,000