When I
looked at the line-up of players for the seven round Dortmund 2018 tournament I
fully expected to only report on the first decisive game in round 3. A score of
plus two will likely be enough to at least have a share in first place.
Now that
I’ve put that out there – so that the prediction is bound to fail, allow me to
elaborate. Of the 8 players, the top two seeded players stand out for one
specific reason. My prediction for top seed Vladimir Kramnik is that he will go
all out in round three with White against bottom seed Georg Meier, as well as
the next low seed that he faces with White. This ought to give him his plus 2,
while at the same time putting on the squeeze in all his other games, happy to
pounce on any blunders. At the same time he will be more than happy to split
the point in his remaining 5 games. Next, the second highest rated player at
the tournament is none other than Mr 50% - Anish Giri. On their own, these two
players will be responsible for twelve of the twenty eight games that make up
this tournament.
Therefore it
is not inconceivable that we will have a 75% draw rate for Dortmund 2018. That
equates to seven decisive games. I’ll go out on a limb and predict 6 decisive
games across the seven rounds.
Now that we
have the predictions out of the way, let’s have a look at how the first two
rounds transpired.
In the
opening round the biggest potential upset was the game between Nepomniachtchi
and Giri on the former’s twenty eighth birthday. Although Giri gifted White a
winning position in a Queen endgame, perhaps Nepomniachtchi was still honed in
on the half point he was hoping for at the start and failed to convert his
opportunity. The result keeps the net score between the two in classical chess
at 50% after four games.
Another near
escape was in the game between Kramnik and Nisipeanu. The fourteenth World
Champion played a line with White that Carlsen had used to crush him at the
2016 Norway Chess Tournament. However, two years is a long time in super GM
chess – plenty of time to find a solution to the problems posed by Carlsen back
then.
Net outcome
of the round was four draws, right on target.
On to round
two and the two to seeds did not disappoint at all.
Kramnik, who
has won in Dortmund on ten previous occasions, had the Black pieces against the
2017 champion - Radek Wojtaszek. This is their fifth meeting over the board and
the fifth consecutive draw.
Second seed
Giri had black against football fan Georg Meier on the same day as the World
Cup final. Hardly surprising that the point was split and the score sheets were
signed in time to order a beer in the bar and watch the teams walk out onto the
pitch. Incidentally this was the first game of the day to finish.
That opened
the door for the young Polish champion Jan-Krzysztof Duda. Duda has done some
serious preparation for Dortmund as seen by his opening round game against
Kramnik. In round 2 he uncorked 3.Bb5+ in the Sicilian for the first time ever.
The tactic seemed to work as Nisipeanu couldn’t find the line do deal with the
problems that Black was posing and in the end gave away a pawn for zero
compensation.
That
advantage was all Duda needed to convert the full point ruthlessly.
Nisipeanu,Liviu-Dieter (2672) - Duda,Jan-Krzysztof (2737)
Sparkassen
Chess-Meeting 2018 Dortmund (2), 15.07.2018
1.e4 c5
2.Nf3 d6 3.Bb5+ Bd7 4.Bxd7+ Qxd7 5.0–0 Nf6 6.Re1 Nc6 7.c3 e6 8.d4 cxd4 9.cxd4
d5 10.e5 Ng8 B52:
Sicilian: Moscow Variation with 3...Bd7 [10...Ne4 11.Nbd2 Nxd2 12.Bxd2 Be7
13.Rc1 0–0 14.Rc3 Rfc8 15.h4 Bd8 16.Rd3 Qc7 17.Ng5 h6 18.Nh3 Ne7 19.Bc3 b5
20.Nf4 Nf5 21.Qg4 Bxh4 22.Nh5 ½–½ (52) Nakamura,H (2769)-Grischuk,A (2766)
Paris 2018]
11.a3 Nge7 12.Nc3 h5 13.Bg5 Nf5
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14.Rc1N [14.b4 Be7 15.Bxe7 Qxe7 16.Qd3 g6 17.Rac1 0–0 18.Ne2 0–1 (46) Lagerman,R
(2354)-Gunnarsson,J (2437) Reykjavik 2008]
14...Be7 15.Bxe7 Qxe7 16.Qd3
0–0–0 17.Na4 Kb8 18.Nc5 g5 19.Rc3 [19.b4= remains equal.]
19...g4 20.Nd2
Ncxd4 21.Rec1
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21...Rc8! 22.Nf1 Rc6 23.Ng3 Ka8 24.Nxf5
Nxf5 25.b4 Rhc8 26.a4 b6 27.Nb3 Rxc3 28.Rxc3 Rxc3 29.Qxc3 Kb7 30.a5 [30.b5ยต
war angesagt.]
30...Qd7 31.Nd4 Nxd4 32.Qxd4 Qc7–+ 0–1
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