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Countering the Queen's Gambit
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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n\n"},{"attributes":{"bold":true},"insert":"COUNTERING THE QUEEN’S GAMBIT"},{"insert":" by Michael Prusikin, New in Chess, 223 pp., publ. 2022.\n\nFrom the author’s foreword: ‘"},{"attributes":{"italic":true},"insert":"My decision to write a book about a repertoire against the Queen’s Gambit was not so much due to the continuing high esteem in which this opening is held, nor to the fact that it has served me as a faithful weapon for years...it was inspired by the Netflix series of the same name"},{"insert":".’ Despite the success of the series, the author has one regret: ‘"},{"attributes":{"italic":true},"insert":"...the series did not convey any knowledge of the eponymous opening and this gap had to be filled"},{"insert":".’\n\nSo there you have it. A series based on a novel gave rise to an openings book!\n\nPrusikin does an impressive job of condensing the vast empire of the Queen’s Gambit into a trim and very manageable 200-odd pages. He divides his material into four parts and eleven chapters as follows:\n\n"},{"attributes":{"bold":true},"insert":"Part I Typical pawn structures and general ideas"},{"insert":", in which chapters one and two cover Carlsbad and Tartakower structures respectively.\n\n"},{"attributes":{"bold":true},"insert":"Part II Queen’s Gambit Theory"},{"insert":", where we find\n\n·Chapter 3 Carslbad theory\n·Chapter 4 The Harrwitz Attack 4 Bf4 c5!\n·Chapter 5 The 4 Nf3 variation: 4...a6!?\n·Chapter 6 The Tartakower Variation\n·Chapter 7 The Catalan\n\n"},{"attributes":{"bold":true},"insert":"Part III Completing your repertoire"},{"insert":" where chapter eight covers non-QGD queen pawn games such as the London and Torre, and chapter nine covers other first moves, from the respectable English and Réti to whacky stuff like the Orang-Utan and Grob.\n\n"},{"attributes":{"bold":true},"insert":"Part IV Final test"},{"insert":" is a collection of thirty-six exercises and their solutions.\n\nWhat is impressive is how the author manages to cover such a lot of largely non-hackneyed material without giving the impression of missing anything. Chapter five is a case in point. After 1 d4 d5 2 c4 e6 3 Nc3 Nf6 4 Nf3, rather than take the easy option and offer some routine transposition back into a main line, he takes an in-depth look at 4...a6!? and shows that it is a perfectly viable method of play (and one liable to catch your opponents on the hop).\n\nI talked about a lot of non-hackneyed material, and there is a lot of material. The author packs a lot in, and to get the best out of the repertoire you are going to have to invest some time and effort. The good news is that, compared to some openings, there isn’t a mass of theory to learn, so once you’ve got the ideas and set-ups down, you should be good to go.\n\nThe author is obviously enthusiastic about his pet opening and it shows in his writing; his desire to share that enthusiasm with his readers is plain to see. His relaxed writing style is instructive without being hit-you-over-the-head didactic. Each chapter is replete with lots of recent game references, so you get pretty much a state-of-the-art view of where the opening currently is. He also reveals a nice sense of humour, taking the time to tell us in the section on Grob’s Attack, 1 g4?, that ‘grob’ means ‘coffin’ in Russian. Every day is a school day!\n\nIf you’re a player who values soundness and reliability above cheap tricks and surprises, then the Queen’s Gambit is the opening for you, and Prusikin’s work is not just a very useful introduction to the subject, but also a fine, concise snapshot of where the opening stands at present. I don’t often quote back cover blurbs, but in this case I’ll make an exception; it really is ‘"},{"attributes":{"italic":true},"insert":"surprisingly effective and concise"},{"insert":"’. Recommended.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"April 2023"},{"insert":"\n"}]}