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Immortal: Most Famous Chess Game Of All Time

Immortal: Most Famous Chess Game Of All Time

Immortal: Most Famous Chess Game Of All Time – If you love to play chess you may have heard and know about the “Immortal Game” already. People who just have started with the game, The Immortal Game 1851 is best chess game of all time played by Adolf Anderssen and Lionel Kieseritzky on 21 June 1851 in London, during a break of the first international tournament.

The bold sacrifices made by Anderssen to secure victory have made it one of the most famous chess games of all time. Anderssen gave up both rooks and a bishop, then his queen, checkmating his opponent with his three remaining minor pieces. The game has been called an achievement “perhaps unparalleled in chess literature”. slot

Kieseritzky, a former math teacher from Estonia, had traveled from Paris, where he dominated the chess scene at the Café de La Régence, giving lessons and playing games for five francs an hour. The German-born Anderssen, also a math professor, was known for both his expert play and his spirited chess problems, which in 1842 he had collected in a book called Aufgaben für Schachspieler (Problems for Chessplayers). sbobet

Immortal: Most Famous Chess Game Of All Time

This game is acclaimed as an excellent demonstration of the style of chess play in the 19th century, where rapid development and attack were considered the most effective way to win, where many gambits and counter-gambits were offered (and not accepting them would be considered slightly ungentlemanly), and where material was often held in contempt. These games, with their rapid attacks and counter-attacks, are often entertaining to review, even if some of the moves would no longer be considered the best by today’s standards. hari88

In this game, Anderssen wins despite sacrificing a bishop (on move 11), both rooks (starting on move 18), and the queen (on move 22) to produce checkmate against Kieseritzky who only lost three pawns. He offered both rooks to show that two active pieces are worth a dozen inactive pieces. Anderssen later demonstrated the same kind of approach in the Evergreen Game.