The Mercury

MARK RUBERY CHESS

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A draw in chess is a result, which may come about by:

An agreement between the players; by stalemate (a position in which a player whose turn it is to move is neither in check nor able to make a move). By repetition of position (when a position has occurred for the third time with the same player on the move)

Under the 50 move rule (If both players have made 50 moves without capturing a man or moving a pawn then a draw may be claimedat one stage FIDE made a special provision for certain endings and extended the rule to 75 moves, eg. K + 2N v K + P). The fact that a game is drawn does not necessaril­y indicate that the result was reached peacefully.

In the following game White gives up a rook, four pawns, a queen and then promotes his pawn to achieve a thrilling draw.

Braga - Timman Mar del Plata, 1982

1.e4 c6 2.d4 d5 3.e5 Bf5 4.Nc3 e6 5.g4 Bg6 6.Nge2 c5 7.Be3 Nc6 8.dxc5 Nxe5 9.Nd4 Nf6 10.f4 Nexg4 11.Bb5+ Ke7 12.Bg1 Qc7 13.c6 b6 14.Qe2 Qxf4 15.c7 Ne4 16.Nc6+ Kd6 17.h3 Qg3+ 18.Kf1 Qf4+ 19.Ke1 Qg3+ 20.Kf1 Qxc3 21.Qxg4 Qxb2 22.a4 Qxa1+ 23.Kg2 f5 (23…Qxg1+! 24 Rxg1 Kc7 leaves Black with a decisive amount of wood for the queen) 24.Qh4 Qf6 25.Bh2+ Kc5 26.Nb8! Qxh4 27.c8Q+ Kb4 28.Rb1+ Ka3 29.Ra1+ Kb4 30.Rb1+ Ka3 31.Ra1+ Kb4

0,5-0,5

‘Under the delusion that skill at chess is evidence of high intelligen­ce; the public has long been fascinated by the idea of chess playing machines. In 1864 Charles Babbage considered the use of a computer for this purpose, but suitable equipment was not available before the electronic age. Konrad Zuse developed the first computer aimed at playing chess in 1944 in Germany, but it was theoretica­l rather than practical. Zuse’s purpose being to create a symbolic language suitable for logical rather than mathematic tasks. Around 1947 the English mathematic­ian Alan Turing specified a chess program but was unable to use a computer to run it, and instead simulated the operation by hand. In 1949 Claude Shannon of the USA presented a paper which became the basis for most subsequent research on the subject.’ (Oxford Companion to Chess)

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