Boris Gelfand is challenger for World Championship |
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Wednesday, 25 May 2011 18:55 |
![06](/images/stories/NEWS_2011/fide_news/MSUCA/06.jpg)
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)
World Champion Vishy Anand will be challenged by GM Boris Gelfand! Israeli, Boris Gelfand won the sixth and last game of the final match in the FIDE Candidates Matches in Kazan against top Russian GM Alexander Grischuk and hence become challenger to the World Champion Viswanathan Anand of India. This match will take place in the first half of 2012.
In and extremely good performance by Gelfand, Grischuk stopped his clock after move 35 and four hours of play.
In the press conference immediately after the game, GM Boris Gelfand stated that he was somewhat "lucky" when his opponent chose a variation in the Gruenfeld Deence which was very familiar for him. With a novelty on move 13, white really surprised the Russian GM and after move 16 the clocks showed a very unusual picture: black had spent exactly one hour more than white: Gelfand 9 minutes, Grischuk 1 hour and 9 minutes.
![alt](data:image/png;base64,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)
Normally, this means that white was well acquainted with the postion, whereas black was heaidng for a lot of problems. But like a bolt from the blue Grischuk played the rook to a5, starting to attack the white king. For him it was clear that the only way was to look for counter attack in the difficult position he had. This very original manoeuvre pushed Geldand into deep thought for 47 minutes. Grischuk almost equalized on time , but a few moves later he was once again in trouble, having exactly one half of the opponent's time: white 1.02 hour, black 31 minutes.
He decided to continue his attack but this time Gelfand was not surprised. He answered after a few seconds. The game become extremely sharp and dramatic. Black offered a sacrifice of the exchange, but this would have been too dangerous and white continued his pressure. At that moment his strategy became more clear. Better pawn structure and pawn up for black was absolutely not good enough compensation for the strong white pieces.
Furthermore, Grischuk due to very difficult position was not able to escape from time trouble. For the third time, white had double more time than black: on move 24 Gelfand 28 minites, Grischuk 14.
It would have been a miracle if Grischuk could have survived in such a difficult position. This time it was not possible. Move by move, Gelfand was closer to the critical win and in a completely lost position Grischuk congratulated the new challanger. A real great game for the Israeli GM who made his biggest success so far in his career.
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