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Endgame Strategy
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STRATEGY"},{"insert":" by Mikhail Shereshevsky, New in Chess, 367 pp., publ. 2022.\n\nThis one should need no review. The original, first published in the early 1980s, became a classic in its field, regarded as essential reading for all aspiring players. A young Norwegian called Magnus Carlsen read it, and went on to do quite well for himself. This completely revised and expanded version has been updated with lots of new examples from contemporary practice and checked with the latest engines. As Kramnik points out in the foreword, chess has changed a lot since the original was published; more is known and understood about the game, and it has become much more of a sport. All of these, and more, are taken into account in the new version.\n\nThe best way to get an idea of what it’s all about is to have a look at the contents:\n\n"},{"attributes":{"bold":true},"insert":"·Chapter 1 Centralization of the king"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 2 The principle of two weaknesses"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 3 Assessment of the position and schematic thinking"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 4 Between assessment and calculation"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 5 More on the calculation of variations: resulting moves"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 6 The initiative in the endgame"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 7 Technique: the mastery of short tactics"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 8 The sense of contrariness"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 9 Am I being a fool?"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 10 The role of pawns in the endgame"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 11 The advantage of the two bishops"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 12 ‘Do not hurry’"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 13 Defending inferior positions"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 14 The problem of exchanges"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 15 Squeezing blood from a stone"},{"insert":"\n\nDropping out from the original as discrete chapters are those on suppressing counterplay, positions with an IQP and the 3 v 2 queenside majority; in have come chapters 4, 5, 7, 8, 9, 13 and 15. (Also dropping out of the original for some reason is the index of material, the inclusion of which in the new version would have been a real asset.)\n\nThese headings provide a very comprehensive overview of the endgame and also reveal that "},{"attributes":{"italic":true},"insert":"Endgame Strategy"},{"insert":" is not a standard theoretical manual; the emphasis throughout is on practical play, including games played at modern time controls, and the decisions which have to be taken under those conditions. Kramnik in the foreword again: ‘"},{"attributes":{"italic":true},"insert":"Adjournments disappeared long ago and very often one has to make decisions at the board, having almost no time to think, sometimes merely a few seconds’ increment"},{"insert":".’The general aim of the book is not to illustrate how to win endgame X or draw endgame Y, but to show readers how to approach different areas of the endgame and different types of positions correctly and "},{"attributes":{"italic":true},"insert":"think"},{"insert":" about them in the right way, the old give a man a fish v. teach a man to fish syndrome. \n\nThe examples, 228 of them, are drawn from all periods of chess history, from the nineteenth century (e.g. Englisch-Steinitz, London 1883), to the present (plenty from 2019-20), and every big name you can think of is represented, including a whole host by Carlsen and other players who weren’t even born when the original came out. They are discussed at length; the author naturally digs deep in his analysis, but never to the extent that you can’t see the wood for the trees. The variations are couched in lots of clear, explanatory and useful prose. Here is a simple example. Discussing a double rook + minor piece ending in a game by Tarrasch, Shereshevsky writes: ‘"},{"attributes":{"italic":true},"insert":"...it is useful to define the role of the king. With two pairs of rooks on the board, it is better for the king to stay on the flank and not get confused. Once one, preferably two pairs of rooks have been exchanged, the king can safely move to the centre and support the infantry offensive"},{"insert":"’. Hard to beat for succinctness and insight! The author has also drawn widely on the comments and advice of many luminaries such as Kramnik, Korchnoi, Gelfand, Dvoretsky and Yusupov.\n\nEach (or certainly most) of the chapters represents a specific endgame technique or area where a degree of expertise/prior knowledge would come in useful, so "},{"attributes":{"italic":true},"insert":"Endgame Strategy"},{"insert":" is not the first endgame book a player should turn to. However, while it is definitely aimed at experienced players, such is the clarity of the examples and text that less experienced players could easily benefit from it, no question. As I’ve said in previous reviews, it’s all about mindset. Thinking ‘"},{"attributes":{"italic":true},"insert":"that looks too complicated, I’ll just leave it"},{"insert":"’ will get you nowhere, but if your attitude is ‘"},{"attributes":{"italic":true},"insert":"that looks interesting, let’s have a look at it"},{"insert":"’, then who knows how much you might gain? There’s more than one way of approaching a challenge.\n\nPerhaps the most outstanding feature of "},{"attributes":{"italic":true},"insert":"Endgame Strategy"},{"insert":" is that it succeeds brilliantly in combining scholarly text with readability. We often hear the complaint that ‘endgames are boring’ or ‘I don’t reach endgames’, but "},{"attributes":{"italic":true},"insert":"Endgame Strategy"},{"insert":" firmly knocks the former into touch and will convince players who ‘never reach endgames’ (aye, right) that they are missing a large – and very enjoyable – part of their chess education.\n\n"},{"attributes":{"italic":true},"insert":"Endgame Strategy"},{"insert":" was a classic when it first appeared forty years ago; this new, expanded and updated edition is even better. Recommended!\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"April 2023"},{"insert":"\n"}]}