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The Checkmate Patterns Manual
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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true,"link":"https://www.newinchess.com/the-checkmate-patterns-manual"},"insert":"THE CHECKMATE PATTERNS MANUAL"},{"insert":" by Raf Mesotten, New in Chess, 374 pp., publ. 2022.\n\nThis sturdy hardback is the print version of the author’s course on Chessable, where he goes by the pseudonym of CraftyRaf. His name is probably unfamiliar, but the back cover blurb tells us that\n\n"},{"attributes":{"italic":true},"insert":"‘Ralf Mesotten is an average club player from Belgium, but he scored a big hit with this Chessable course...’"},{"insert":"\n\nThere are four big words in there – ‘average club player’ and ‘but’. Potential readers might reasonably ask themselves what an ‘average club player’ has to offer chess literature when stronger, titled players are already elbowing each other for space in a niche market. That’s reinforced by ‘but’, which (to me anyway) suggests that "},{"attributes":{"italic":true},"insert":"despite"},{"insert":" being an ordinary guy, he "},{"attributes":{"italic":true},"insert":"still"},{"insert":" managed to produce a well-received piece of work. It’s a valid point. \n\nPresumably your club isn’t awash with GMs and IMs, so whom do freshers and less-experienced players turn to for advice? Correct. Guys who have been around the block a few times and learnt their stuff at the school of hard knocks. It happens all the time – I bet you’ve either asked or been asked. Mesotten’s current FIDE rating is 1860, much closer to his target readership than that of IM or GM X. Some folk might see that as a disadvantage, but is it? Think back to your school/college/uni days. Who was it who explained, in simple terms, what the underpaid, overworked guy at the front of the class was talking about? It was your pal or one of the crowd you hung out with. Think of Mesotten’s book in those terms.\n\nAll of which is my way of saying that I have no issue per se with an ordinary player turning his hand to chess writing. I’m less interested in his background than in the standard of his work.\n\nAnd Mesotten’s work is good. Following a brief basic test at the start, the book falls into two halves. The first 190-odd pages contain thirty chapters, each covering a standard mating pattern, e.g. Anastasia’s mate, Greco’s mate, Epaulette mate and so on, while the second half is devoted to three tests to check the reader’s understanding – Warming up (211 examples, up to mates in 3), Advanced (282, up to mates in 5) and Final (100), plus their solutions. \n\nHow difficult are they? Beginners/casual players should be able to cope with Warming up once they get into their stride, but thereafter things get more challenging and even older lags might have to think a bit about, say, the Final test. Which is, of course, the way it should be!\nI’d imagine that less-experienced players should be able to solve at least the early positions from the diagrams – a good way of developing visualisation skills – although it will do no harm to set them up on a board. Whichever method the reader adopts, the snappy solutions will certainly improve their calculation of short variations.\n\nExamples in both the chapters and tests have been pruned down to the key, bare essentials, a real plus point. (The author: “"},{"attributes":{"italic":true},"insert":"I tried to avoid using games with a dense forest of variations and lots of alternative moves...This is a book about checkmate patterns, not about ‘finding a good move’"},{"insert":".”) \n\nGranted, the book is heavily diagram-based, but such text as there is is concise and to the point; there is none of the flannel which afflicts some writers. His explanations are easily understandable, although a familiarity with basic chess terms such as sacrifice, weakness, distraction etc. is assumed.\n\nAnother plus, of the kind which makes you wonder why it’s not used more frequently in chess literature, is the use of colours in the explanatory diagrams, green for good move, structure, plan or square, red for a piece or square that is weak or under threat.\n\nThe author has obviously put a lot of care and attention into his course. The result is a very nice, beautifully produced book from which less experienced or more casual players would derive great benefit. I can see its bright format appealing to and inspiring youngsters in particular. (A young beginner I ran it past loved it.) It will undoubtedly improve their pattern recognition and the ability to spot mates, hence equip them to administer the coup de grâce when the opportunity arises. Mate ends the game! \n\nWhen I was starting out, books by the likes of Chernev and Reinfeld were the go-to source for tactics and mating practice. They were great fun and improved your game almost without you realising it. "},{"attributes":{"italic":true},"insert":"The Checkmate Patterns Manual"},{"insert":" is something of a successor to works like those. \n\nA couple of things mildly irked:\nno location/tournament reference is given for the games in either the chapters or tests. While some of the positions will be recognisable to older hands, it would have been nice to know the origin of the games."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"there’s no index of players. A cursory glance through the examples reveals lots of weel-kent names, but there’s no way of finding a position by any given individual which might, for example, have stuck in your mind. Shame."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Perhaps it was felt that tournament venues were of no particular interest to potential readers (fair enough), or perhaps they and a player index were omitted to save costs.\n\nAnd Nimzowitsch appears as ‘Niemzowitsch’ grrr.\n\nMany years ago at an Open I was sitting at the board next to a game which finished with the well-known smothered mate Nf7+/Nh6+/Qg8+/Nf7 mate. A player from one of the lower sections was heard to enthuse, ‘That was brilliant!’. The winner was diplomatic enough not to tell him that it was a routine mating pattern (and it’s in here on p.50). I mention this by way of saying that Mesotten’s book would be a great buy to unveil the mysticism of that kind which newcomers or less-experienced players often think surrounds the noble art of checkmate.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"December 2022"},{"insert":"\n"}]}