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Endgame Virtuoso Magnus Carlsen Volume 2
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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"ENDGAME VIRTUOSO MAGNUS CARLSEN Volume 2"},{"insert":": The World Champion Shows His Superior Skills by Tibor Karolyi, New in Chess, 255 pp., publ. 2023."},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThis is the second volume by the author on Carlsen’s endgames. It covers the period 2018-2022, each of which years gets its own chapter. In a final chapter six, Carlsen’s trainer Peter Heine Nielsen shares his thoughts in an interview on his boss’s play and what the future might hold.\n\nAs Karolyi points out in his introduction, Carlsen is/was the first world champion whose career has been majorly influenced by computers. Since stronger engines have made it more difficult to get an opening advantage, pro games have tended to become longer, hence the number of endgames has increased, necessitating deeper understanding of and skill in that department of the game.\n\nThe 104 examples all start from the endgame position, some quite early in the game, some much later. This is a double-edged approach. Some people like to dive straight in, others, your reviewer included, like to see how a position/ending arose. That, of course, would take up more space and probably cost more to produce, so I guess we have to go with the economics. \n\nThe examples feature everything you could possibly associate with endings – tactics, positional subtleties, mistakes, manoeuvring and, of course, the trademark Carlsen something-from-nothing. Amongst them is a curiosity, ‘game’ 62, Carlsen-So, Carlsen Invitational KO, Chess24.com 2021, a diagram arising from 1 e4 e5 2 Nf3 Nc6 3 Nc3 Nf6, which only seems to be there so the author can tell us, ‘"},{"attributes":{"italic":true},"insert":"Magnus came up with the extraordinary move 4.a4 in the Four Knights Game, and So had to resign on move 23"},{"insert":"’. Fair enough, but an endgame it is not, and does it even merit the label ‘game’?\n\nThe examples are drawn from all types of chess: classical (including world championship matches), blitz, rapid, online and banter blitz. 2020 was, of course, the year of covid, so it is no surprise that chapter three consists mainly of online games. \n\nAs a dinosaur who still regards classical chess as ‘proper’ chess, I found myself wondering whether, given a selection of, say, a dozen endings, it would be possible to tell which were from classical play and which not. I’m not sure you could. Equally, does it matter? Elite players can play endings sitting in front of a computer screen better than most of us can poring over a 3D board in the tournament hall. As Hamlet observed, the play’s the thing.\n\nTalking of elite players, given the circles that Carlsen moves in, lots of big names feature again and again. Anand, Aronian, Caruana, Ding, Dubov, Giri, Nepomniachtchi and So, for example, all appear multiple times.\n\nThe examples feature the whole range of endgame topics. In the classification at the end you will find, amongst others, opposite-coloured bishops, B v N, queen v pieces, pawns v minor pieces, material advantage, king invasion, pins, stalemate etc. etc. If, as Karolyi says, you have a problem in a certain kind of endgame, you are bound to find it covered in here.\n\nKarolyi’s notes tend to be variation/analysis-based; he uses less explanatory prose than some other writers. A good example is the passage of play from Carlsen-Artemiev on pp.137-8, which, bar three ply game moves, consists almost entirely of dense analysis, including the dreaded A2222/B2321-type variations. This could obviously be an issue for less experienced readers. For them, explanatory little sentences like ‘"},{"attributes":{"italic":true},"insert":"Placing both rooks on the same diagonal creates danger’, ‘...castling is stronger than ...Ke7, since there are no queenside pawns..."},{"insert":"’ and ‘"},{"attributes":{"italic":true},"insert":"This king move allows the a4-rook to come in with tempo"},{"insert":"’ are much more valuable. More such would have been welcome.\n\nInterestingly, amongst the background in his commentary, Karolyi touches upon the Carlsen-Niemann game from the 2022 Sinquefield Cup: ‘"},{"attributes":{"italic":true},"insert":"After a correct draw with Aronian, Carlsen lost to Hans Niemann with White and after the game hinted that his opponent had cheated. He did not show up for his next game against Mamedyarov and withdrew from the event. If he had asked me, I would have recommended a different way to protest"},{"insert":".’ You can interpret that any way you like, but it strikes me that the author is hinting that, stellar endgame technique notwithstanding, there are other aspects of Carlsen’s make-up which require attention. When he writes, ‘"},{"attributes":{"italic":true},"insert":"Not knowing a great player personally gives objectivity and an interesting perspective when analysing his games"},{"insert":"’, you get the feeling he could easily have stopped at the end of his first clause.\n\nWhile the book is aimed at more experienced players, there is much to be gained by players of all levels by studying Carlsen’s endings, both didactically and aesthetically. As Karolyi writes in his intro, ‘"},{"attributes":{"italic":true},"insert":"You can learn a lot from Magnus Carlsen’s best endgames, but you can also just enjoy them – they often provide artistic pleasure. If you already like endgames, then you will enjoy this book. If not, I still suggest you read it; you may start liking them"},{"insert":".’ That’s not to say that less experienced players would gain nothing from the book. As Karolyi implies, just letting the play wash over them would be beneficial.\n\n"},{"attributes":{"italic":true},"insert":"Endgame Virtuoso Magnus Carlsen Vol. 2"},{"insert":" is an entertaining and insightful look at the craft of the former champ. Potential readers could treat it in whatever way suits them (and their playing level) best, as an instructional volume through to a source of enjoyment and inspiration. As with all NiC books, production standards are high, with crystal-clear diagrams and text presented in double-column format.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"January 2024"},{"insert":"\n"}]}