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Tricks, Traps, and Tips in the chess opening
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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n\n"},{"attributes":{"bold":true},"insert":"TRICKS, TRAPS, AND TIPS IN THE CHESS OPENING"},{"insert":" by Dean Ippolito, 223 pp., New in Chess, publ. 2022.\n\nAs a kid, I found books of opening traps great fun, collections of games where one side committed an egregious howler and was dispatched in short order. They made chess seem simple, but as one started to meet stronger players, the prospect of winning by blunder became increasingly unlikely. The real point of such books was not to provide a spot of voyeuristic schadenfreude, but to understand and assimilate the tactical mechanics behind the blunders in the first place.\n\nWhich is where "},{"attributes":{"italic":true},"insert":"Tricks, Traps, and Tips in the Chess Opening"},{"insert":" comes in. Through sixty games spanning the period from the seventeenth to the twenty-first centuries, 218 exercises and lots of questions embedded in the text, the US IM and coach discusses a whole range of tactical shortcomings commonly seen in scholastic and junior chess. He divides his material into ten chapters:\n\n·Chapter 1 Early f-pawn moves\n·Chapter 2 Early queen moves\n·Chapter 3 Attack on the uncastled king\n·Chapter 4 Sacrifice on the weak spot before castling (f2/f7)\n·Chapter 5 Four Knights with 4...a6?!\n·Chapter 6 Moving the pinned piece: Legal’s checkmate\n·Chapter 7 The Center Fork Trick\n·Chapter 8 The Fishing Pole*\n·Chapter 9 The knight sacrifice on f7: the Fried Liver Attack\n·Chapter 10 Dueling weak spot attacks: the Traxler Gambit\n\n* Defending a piece on g4/g5 with ...h5/h4 when it is attacked after the opponent has castled, e.g. 1 e4 e5 2 Nf3 Nc6 3 Bb5 a6 4 Bxc6 dxc6 5 0-0 Bg4 6 h3 h5. The idea arises in a number of openings and in fact it is in this chapter that we find the only non-1 e4 game in the book, a Nimzo where Bg5 h6 was met with h4.\n\nThese were a bit of a walk down memory lane for this reviewer. I remember winning games at school after 1 e4 e5 2 Nf3 f6??, then against early queen moves, graduating through sacs on f7 and taking out kings left in the centre to the fork trick 1 e4 e5 2 Nf3 Nc6 3 Nc3 Nc6 4 Bc4 Nxe4. When I made the acquaintance of the Traxler, 1 e4 e5 2 Nf3 Nc6 3 Bc4 Nf6 4 Ng5 – the quintessential ‘school chess’ move – I thought I had arrived. After 4...Bc5 gleeful Whites usually bashed out 5 Nxf7, often accompanied by some gratuitously derogatory comment about my intelligence, only to find themselves on the end of a thumping attack after 5...Bxf2+.\nJudging by how common these all are, it’s obvious that such gaffes and howlers – we’ve all been there – are a learning curve for young players. Those who progress best will be those who assimilate the mechanics of the blunders, learn to avoid them, and apply the knowledge in their own games.\n\nIt is worth bearing in mind, though, that many of these traps are based on ideas which can be hard for fledgelings to conceptualise. For example 1 e4 e5 2 Nf3 f6 3 Nxe5 fxe5 4 Qh5+ g6 5 Qxe5+, or even the related 1 e4 e5 2 Qh5 g6 3 Qxe5+, involve visualisation and chessboard geometry unlikely to come easily to anyone not long acquainted with the game. The author is well aware of this; talking about thefork trick he says: ‘Even the most astute student will normally allow it (or not take advantage of an opponent who allows it) "},{"attributes":{"bold":true},"insert":"several times before completely grasping the pattern"},{"insert":"*.’ Likewise, progressing lies in being able to assess and evaluate positions, also not easy for the inexperienced. Again, the author is aware of this. Talking about sacs on f2/f7, he writes: ‘"},{"attributes":{"italic":true},"insert":"Unless there is an immediate attacking continuation, the enemy king will simply castle artificially. The time it takes to do that isn’t worth the sacrificed material."},{"insert":"’ \n\n*My emphasis\nHe also highlights occasions when a little knowledge can be a dangerous thing, e.g. why after 1 e4 e5 2 Nf3 Nc6 3 Bc4 Bc5 4 Nxe5 (Aha! The fork trick!) isn’t such a good idea since Nxe5 5 d4 Nxc4 wins a piece.\n\nHe is also pragmatic and generally cuts to the chase, not getting needlessly involved in inappropriate analytical debate. For example in the chapter on the Fried Liver, discussing the position after 1 e4 e5 2 Nf3 Nc6 3 Bc4 Nf6 4 Ng5 d5 5 exd5 Nxd5 6 Nxf7, he writes: ‘"},{"attributes":{"italic":true},"insert":"I am not going to argue whether or not 6.d4 is a better move for White. If Black plays 5...Nxd5 then 6.d4 will work very well... Someone who plays 5...Nxd5 is very unlikely to be familiar with either 6.Nxf7 or 6.d4.’"},{"insert":"\n\nHe does an excellent job of both walking inexperienced players through such material and showing how basic tricks can crop up in more sophisticated form, e.g. the (in)famous 11 Ng5 in the Open Ruy, after which Black can easily walk into a subsequent Nxf7 if he or she isn’t careful (as he wasn’t in J. Polgar-Mamedyarov, Bled Olympiad 2002, pp.74-6).\n\nAs befits a book aimed at inexperienced players, much of the material is based on the author’s own work with students, and lots of the games are between beginners or unrated youngsters, but there are also lots of weel-kent names, all the way up to Magnus Carlsen. We find several GMs getting a quick roasting, an IM losing in six moves, and a former world no. three who messed up a fork trick and was lost on move five (but managed to draw anyway!). It is not only beginners who are attracted to banana skins.\n\nThe material is well structured and graded; there is a huge step-up from 1 e4 e5 2 Nf3 f6 3 Nxe5 to the jungle of sacrificial lines and mating attacks, but the consistent theme is in being able to move on to handle the more complex ideas. It is not a get-rich-quick approach; the point is not to provide readers with a handful of cheap traps which will allow them to win games in the short term, but to provide them with the wherewithal to make long term gain. \n\n"},{"attributes":{"italic":true},"insert":"Tricks, Traps, and Tips in the Chess Opening"},{"insert":" is a tremendously practical book which would be a real boon to any beginner. The text is simple, clear and jargon-free (there’s a glossary at the back), and the explanations never fall into the trap of talking down to the reader. Any youngster, or indeed newcomer of any age, taking the time to work their way through it and digest the contents will benefit immensely.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"September 2022"},{"insert":"\n"}]}