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The How to Study Chess on Your Own Workbook
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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"THE HOW TO STUDY CHESS ON YOUR OWN WORKBOOK "},{"insert":"by Davorin Kuljasevic, New in Chess, 220 pp., publ. 2022\n\nThis is a sequel to the original book which I reviewed in "},{"attributes":{"bold":true,"link":"https://www.chessscotland.com/documents/book-reviews-archive.pdf"},"insert":"November 2021"},{"insert":". Its genesis lies in the feedback the author received on the earlier work. As he explains: “"},{"attributes":{"italic":true},"insert":"Firstly, some of the study methods I presented in HTSCOYO were relatively unfamiliar to the average reader. And secondly, the book could have used more exercises for practice. Combining these two insights, I decided to create a follow-up workbook...that would fill these gaps"},{"insert":".”\n\nAs a follow-up work, the question arises whether you need to have read the original to benefit from this one. The answer is yes and no. Yes, in that it will obviously make sense if the reader has read the earlier work and has an idea of where the author is coming from, no in that there is enough material in this volume for it to work as a slimline stand-alone.\n\nAs the titles(s) imply, the author’s aim is to enable the reader to work more effectively on his/her own, to bring structure and direction to the use of his/her time. As I mentioned in the earlier review, his philosophy is to teach you to fish rather than give you a fish. Even if your study time is limited, there will be something between the covers that will be of benefit.\n\nHere are the contents:\n\n"},{"attributes":{"bold":true},"insert":"Chapter 1 "},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":" How to use the Workbook\n Find a Hidden Tactic\n Find a Mini-plan\n Analysis\n Simulation\n Endgame Training Positions\n\n"},{"attributes":{"bold":true},"insert":"Chapter 2 Visualization Bootcamp + exercises and solutions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Chapter 3 Tactics Training + five sets of exercises and solutions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Chapter 4 Middlegame Training + five sets of exercises"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Chapter 5 Endgame Training + five sets of exercises and solutions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThe reason there are no solutions to chapter four is that the exercises take the form of find-the-next-move, so you get the solutions as you go along!\n\nIn general, the exercises try to create the decision-making process of a real game; they are not of the common or garden ‘White to play and win’ variety. As the author explains: ”"},{"attributes":{"italic":true},"insert":"Instead, it is a collection of positions and games carefully selected to develop your practical skills and encourage deeper reflection"},{"insert":".”Readers are not left to flounder; the author engages with them via the Socratic question-and-answer method (or sometimes by dropping the odd hint!). That said, the reader has plenty of work to do and, as the author says in his preface, how much you get from the book depends on how much effort you put in.\n\nThe material is neither the usual ‘study’ fare nor trivial, so the author’s intended 1800-2100 readership – i.e. experienced players – is probably realistic, although players below that range shouldn’t be dissuaded from taking a look if they feel it might pique their interest. And although there is a dedicated chapter on visualisation, readers of any strength are under no pressure to attempt to solve all the exercises in their heads: “"},{"attributes":{"italic":true},"insert":"When you see that some variations in the example above are over ten moves deep, you get a better appreciation for why it’s essential to analyze these examples ‘by hand’. It would probably take visualization of a titled player to calculate all these variations accurately without moving the pieces. It is more realistic for a ("},{"insert":"sic"},{"attributes":{"italic":true},"insert":") 1800-player to accomplish this task using a chess set; there is no shame in this"},{"insert":".” As so often with books of this kind, whether you can visualise accurately enough or not to solve the exercises without a set, you’ll need a piece of paper to cover up subsequent text as you work your way down a page. \n\nThis workbook shares the same accessible style of the original, easy to read and written in clear and helpful prose. Unlike some writers, Kuljasevic never takes his readers’ understanding for granted, and makes sure to explain things without ever talking down to them.\n\nThis is Kuljasevic’s third book. He is proving himself to be a good writer whose work is original and interesting. It is no surprise that it has been nominated for awards. If you have "},{"attributes":{"italic":true},"insert":"How to Study Chess on Your Own"},{"insert":", then you should certainly consider complementing it with this one. The subtitle – "},{"attributes":{"italic":true},"insert":"Volume 1 - Exercises and Training for Club Players (1800-2100 Elo)"},{"insert":" – suggests that others are on the way, whether for a lower or higher range remains to be seen. Either way it promises to be a worthwhile series.\n\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"June 2023"},{"insert":"\n"}]}