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Keep it Simple for Black
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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"KEEP IT SIMPLE FOR BLACK"},{"insert":" by Christof Sielecki, New in Chess, 443 pp., publ. 2022.\n\nThis follows the pattern of recent NiC publications such as King’s "},{"attributes":{"italic":true},"insert":"Kalashnikov Sicilian"},{"insert":" and Mesotten’s "},{"attributes":{"italic":true},"insert":"Checkmate Patterns Manual"},{"insert":" in that it is the printed version of a Chessable course on the subject. For anyone wondering what the point of a book is when you can access the original on your device of choice, the answer (as Danny King pointed out) is that it is sometimes just more convenient to flick through a book and look up the info you want. A book also allows the layout to be more easily followed and, of course, you don’t need to charge a book’s batteries or rely on wi-fi access to use it.\n\nSielecki’s tome offers, to quote the back cover blurb, ‘"},{"attributes":{"italic":true},"insert":"an easy-to-learn yet super-solid repertoire for Black against everything, which doesn’t require endless memorization of sharp theoretical lines"},{"insert":"’. A glance at the contents reveals what it consists of: Part I, the Caro-Kann v. 1 e4, Part II, 1 d4 d5 and Part III, defences against 1 c4/1 Nf3 and other first moves.\n\nThe Caro-Kann section consists of six chapters:\n\n"},{"attributes":{"bold":true},"insert":"Ch. 1 Advance "},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 2 Classical "},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 3 Two Knights "},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 4 Exchange "},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 5 Panov "},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 6 Sidelines"},{"insert":"\n\nMost of these are huge complexes, so the author specifically suggests 3...c5 v the Advance, the trendy 4...Nf6 in the Classical and Two Knights and 5...Nc6 in the Panov. These are, of course, all perfectly viable in their own right, but, in line with the back cover blurb, they also reduce the amount of work demanded by both author and reader, e.g. there is a lot less to cover in the Classical after 4...Nf6 than after 4...Bf5.\n\nAgainst 1 d4, it’s the Queen’s Gambit:\n\n"},{"attributes":{"bold":true},"insert":"Ch. 7 Carlsbad"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 8 Carlsbad theory"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 9 Early Bg5/Bf4"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 10 The Tricky 4...a6"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 11 The Catalan"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 12 QG Sidelines"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 13 London"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Ch. 14 Sidelines after 1 d4 d5"},{"insert":"\n\nThese should all be self-explanatory, although the inclusion of 4...a6 is both interesting in its own right (a bit of a rarity) and as a means – again in line with the blurb – of avoiding the vast Amazonia of theory which is the Classical, Ragozin, Semi-Slav, Semi-Tarrasch and Vienna. As the author says: “"},{"attributes":{"italic":true},"insert":"The move 4...a6 will often come as a surprise for White, mainly if you play at the club level...At lower levels, you’ll have a massive knowledge gap: you know the course contents presented here, while White often won’t know a thing!"},{"insert":"”\n\nThe remaining four chapters in Part III recommend dealing with the likes of the English and Reti with QGD-type move orders, viz. 1...e6 and 2...d5, while varying profitably with other stuff, e.g. taking the whole centre after 1 g3 d5 2 Bg2 e5 3 d3 c5.\n\nSo this is a very solid repertoire which would stand anyone who takes the trouble to absorb it in good stead. There are a couple of caveats though. The first, obviously, is that you have to feel comfortable with the lines suggested. If your proclivity is to get your retaliation in first, you should probably look elsewhere. The second is more practical, what Sielecki refers to in the quote above – club/lower level chess, which, as we all know, is infested by Londons, Colles, gambits and the like. There’s no point in knowing the QGD inside out only to be jumped by something like 1 d4 d5 2 e4? (author’s punctuation). To be fair, Sielecki provides a simple but effective means of defusing the Blackmar-Diemer Gambit, as well as no-frills ways of coping with the other stuff, but you take my point. With the practicalities of club chess in mind, it would probably make sense for readers to start with the sidelines and only then turn to the heavy duty stuff.\n\nIt’s easy to see why Sielecki’s course was voted Chessable’s Best Opening Course of 2021. A lot of time and thought has gone into it; the material is spot-on and the structure excellent. Moves and variations are used to illustrate, not overwhelm. The coverage is thorough, but it doesn’t beat you into submission. Sielecki’sreal forte, though, is his ability to pare his text to that which is necessary for concise explanation. He writes clearly without ever talking down to his readers, yet with enough detail to ensure comprehension. The conceptual introductions to each chapter, or part thereof, are good examples.\n\nThere is one omission, though: there’s no index of variations. The Contents page provides headings with very little in terms of finding a particular line or variation. A brief example: in Chapter 13, the London System, after 3 e3 e6, we find the variations \n\n"},{"attributes":{"bold":true},"insert":"A1) 4 Nd2"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"A11) 5 Bxd6"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"A12) 5 Bg3"},{"insert":"\n\n"},{"attributes":{"bold":true},"insert":"A2) 4 Nf3"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"A21) 5 Ne5"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"A22) 5 Bxd6"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"A23) 5 Nbd2"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"A231) 7 dxc5"},{"insert":"\n\nand so on. The only way to locate any of these is to thumb through the pages of the London chapter. It would have taken seconds with an index. I struggle to understand why NiC choose to omit something this basic (and helpful).\n\nThat apart, this is a tremendous piece of work and a fantastic resource for anyone who finds their boat rocked by the openings covered. I can imagine it being particularly useful for younger improvers looking for a sturdy set of lines which would allow them to enter the middlegame in safety when they can set about outplaying their opponents.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"July 2023"},{"insert":"\n"}]}