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Strategy Training for Club Players
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"}},{"attributes":{"align":"center","header":1},"insert":"\n"},{"insert":"\n\n\n"},{"attributes":{"bold":true},"insert":"World Chess Champion Strategy Training for Club Players"},{"insert":" by Thomas Willemze, New in Chess, 261 pp., publ. 2023"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nBehind the rather clumsy title lies an in-depth look at how ordinary mortals can learn from those at the summit and, hopefully, apply what they have learnt to their own games. From the author’s preface:\n\n‘."},{"attributes":{"italic":true},"insert":"..you should "},{"attributes":{"italic":true,"bold":true},"insert":"learn from the best"},{"insert":" (his emphasis, as are other phrases in bold below) "},{"attributes":{"italic":true},"insert":"by studying the games of the world’s strongest players and gradually build their techniques into your play... This book teaches you how to:"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"·improve your worst-placed piece;*"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"·exploit a lead in development;"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"·make the right piece trade;"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"·create a strong square;"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"·discover your opponent’s weakest spot;"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"·use an open file;"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"·launch a powerful pawn break;"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"·open up the position when needed;"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"and much more.’"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n(*The punctuation is NiC’s. Not sure what the purpose of the semi-colons is here.)\n\nHis world champion models are Fischer, Karpov, Kasparov, Kramnik, Anand, Carlsen and Ding. No doubt his choice of the most recent champs is deliberate – it avoids the often-hackneyed examples from the likes of Capablanca and Alekhine and gives a more contemporary view of top-level strategy.\n\nEach chapter begins with a 3-4 page overview and summary of the player followed by fifteen exercises drawn from his games (except for poor Ding, who only gets ten). The exercises are presented in large diagram format on the right-hand page with the solution overleaf. The questions are – of course! – of a strategic nature, e.g. ‘"},{"attributes":{"italic":true},"insert":"How did Fischer materialize his control over the c-file?’, ‘What is the most effective way to benefit from the misplaced white knight and bishop?"},{"insert":"’, ‘"},{"attributes":{"italic":true},"insert":"How did Anand take advantage of Black’s poorly coordinated pieces?"},{"insert":"’ etc. The solutions are explained succinctly and clearly, with words rather than a morass of variations, and each is followed by a little thumb nail summation of what happened, e.g. ‘"},{"attributes":{"italic":true},"insert":"There are two things you need to do when your opponent has one or more pieces out of play:"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Trade the remaining pieces;"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"Focus on the side where you have a piece majority.’"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\nAll of this assumes a certain familiarity with the basics of chess strategy; beginners, those taking their first steps in the game and casual players would do better to look elsewhere. At that level strategical concepts such as pressure, reasons for trading, opening lines, eliminating defenders etc. can be hazy. For those with some experience of the game, though, there is indeed a lot to be gleaned from the examples and explanations.\n\nImprovement books for club players tend to focus on tactics, which makes this one both different and welcome. It owes something of its genesis to the Hort and Jansa classic, The Best Move (long out of print, but available on the second-hand sites if you’ve got a few bob to spare), but that is a title missing from the bibliography. Said bibliography consists of only four books, Kasparov’s ‘Predecessors’ vols 4 and 5, and two NiC titles, one another of the author’s own. Admittedly Mega Database 2023 has been used, but as bibliographies go, it’s a bit sparse. I can think of a few of my old university tutors who would have pulled us up for less.\n\nThere is an index of players’ names, but missing is what I thought would have been handy – an index of strategical themes. There are plenty dotted about the book, mainly in bold type, but if you want to find, say, a collection of examples on trading pieces, well, it’s gonna take you a wee while.\n\nThe back cover blurb refers to ‘"},{"attributes":{"italic":true},"insert":"ambitious club players"},{"insert":"’ and those are indeed the people I would put in the intended readership range. Anyone looking for material to boost the strategical side of their game will find plenty between the covers.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"February 2024"},{"insert":"\n"}]}