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100 Endgame Patterns You Must Know
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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"bold":true},"insert":"100 ENDGAME PATTERNS YOU MUST KNOW"},{"insert":" by Jesus de la Villa, New in Chess, 464 pp., publ. 2021.\n\nThis is the third book by the author devoted to the endgame, the others being his highly-acclaimed "},{"attributes":{"italic":true},"insert":"100 Endgames You Must Know"},{"insert":" and the eponymous follow-up, "},{"attributes":{"italic":true},"insert":"The 100 Endgames You Must Know Workbook"},{"insert":". If you’re familiar with those, you’ll have an idea of what’s in store in this one.\n\nIt’s important to note that it does not tread on the toes of the others. As the author explains in his introduction: ‘"},{"attributes":{"italic":true},"insert":"This book is not exactly a continuation of my earlier book"},{"insert":" 100 Endgames You Must Know. "},{"attributes":{"italic":true},"insert":"It would be more accurate to say that they complement each other, since"},{"insert":" 100 Endgames You Must Know "},{"attributes":{"italic":true},"insert":"concentrates on theoretical endgames, while this book deals precisely with the stage of the game that precedes the appearance of the theoretical endgames"},{"insert":".’ Some examples: the R+P chapter in 100EYMK dealt mainly with bread-and-butter stuff like the Philidor and Lucena positions, the Vancura defence, the long side, cutting the king off etc., all stuff that can be assimilated and applied as necessary.In this one, the rook chapter features things such as the ‘umbrella’ (hiding the king behind an enemy pawn to escort a pawn through), the dominant king, the seventh rank, active v. passive rooks and so on, i.e. more amorphous concepts which have not yet crystallised into theoretical positions. The author’s advice is to tackle the theoretical endings, i.e. 100EYMK, first.\n\nThe other difference – to state the obvious – is that theoretical endings tend to be, well, theoretical, whereas the examples presented in this one are all very much practical, in other words they feature, or will feature, what he discussed in the earlier work.\n\nAs in 100EYMK, the author presents positions rich in instructive content, explained lucidly and concisely. There are a hundred patterns in all, with the examples covering everything from the classics to recent times. It is always nice to see an old friend, if only because they are so memorable that they have become part of our collective chess heritage. A good example is Capablanca-Tartakower, New York 1924, (old hands will know the one I mean) which you will find in here on p.261. Anyone – junior or newcomer – who has never seen this classic should remedy that at their earliest opportunity! Granted, there is more analysis than in 100EYMK, but that is probably because, the examples being from real games, there is more to analyse and discuss. Deep though the analysis might be in places, the author talks the reader through it in unhurried fashion in a style akin to having him sitting beside you going over it.\n\nTarget readership? This is certainly not a first endgames book. It requires a fair prior degree of endgame knowledge (see the author’s advice to study 100EYMK first) and the level of discussion would be way beyond most inexperienced players, both in terms of understanding and what they need to know. It’s certainly one for experienced and/or ambitious players, but I’d imagine, though, that players of, say, 1600 upwards would also be able to derive benefit from it. It’s all a matter of mindset. If you think, ‘That looks too difficult, I’m gonna leave it’, you’ll get nowhere, but if you think, ‘That looks challenging; let’s see what I can get out of it’ who knows how far you might get.\n\nAs I said, it is very much a practical book, and a meaty one at that. One hundred patterns examined in depth and one hundred exercises does not make for casual reading. You are going to need your board and pieces and the time to absorb what the author has to say. We all have other things in our lives competing for our finite amount of free time, so you might want to consider doing a cost/benefit analysis to see if it’s worth your while investing in it. If the answer’s yes, sure, go for it. A hundred examples at, say, three or four a week, would get you through the book in six or seven months. Suddenly a sturdy tome has become very accessible.\nOverall a well arranged, well produced book in keeping with the high standards which the author set himself with his previous works.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"March 2023"},{"insert":"\n"}]}