Chess
Scotland
×
Home
Log-in
News
All News
Junior News
International News
Membership
Benefits
Join/Renew
E-Magazine
Grading Book
Members
Calendar
All Events
Adult Events
Junior Events
Clubs
Find a Club
Leagues / Associations
Junior
Junior News
Junior Events
Primary Individual
Robert E Rough Cup
Giant Killers
Coaches
PVG
International
International News
International Events
Grading
Grading
Newcomers
More
Back
Log-in
Sign-Up
Newcomers
Calendar
All Events
Adult Events
Junior Events
Champions
Scottish Champions
Women's Champions
Girls' Champions
Spens Cup Winner
Richardson Cup Winner
Allegro Champion
Player of the Year
MacIsaac Cup
Online Championships
Primary Individual
Grand Prix
Contacts
Forum
Policies
Policies Page
Constitution
Council OP
PVG
Standards
Eligibility
Selection OP
Scottish Champs OP
FIDE ID OP
Data Protection
Privacy Statement
Anti-Cheating Policy
Information
Information Page
Constitution
Fees
Rules
Arbiters' Corner
Coaches
Standards
Affiliates
SCCA
CAA
SCDAD
BCA
LJC
NEJCA
Features
Features Page
100 Club
Reviews
2600 Club
Game Downloads
Links
Links Page
Chessbase
New In Chess
Everyman Chess
Quality Chess
Archives
Archives Page
History Archives
Photo Archive
Home
Log-in
News
All News
Junior News
International News
Membership
Benefits
Join/Renew
E-Magazine
Grading Book
Members
Calendar
All Events
Adult Events
Junior Events
Clubs
Find a Club
Leagues / Associations
Junior
Junior News
Junior Events
Primary Individual
Robert E Rough Cup
Giant Killers
Coaches
PVG
International
International News
International Events
Grading
Grading
Newcomers
More
Back
Log-in
Sign-Up
Newcomers
Calendar
All Events
Adult Events
Junior Events
Champions
Scottish Champions
Women's Champions
Girls' Champions
Spens Cup Winner
Richardson Cup Winner
Allegro Champion
Player of the Year
MacIsaac Cup
Online Championships
Primary Individual
Grand Prix
Contacts
Forum
Policies
Policies Page
Constitution
Council OP
PVG
Standards
Eligibility
Selection OP
Scottish Champs OP
FIDE ID OP
Data Protection
Privacy Statement
Anti-Cheating Policy
Information
Information Page
Constitution
Fees
Rules
Arbiters' Corner
Coaches
Standards
Affiliates
SCCA
CAA
SCDAD
BCA
LJC
NEJCA
Features
Features Page
100 Club
Reviews
2600 Club
Game Downloads
Links
Links Page
Chessbase
New In Chess
Everyman Chess
Quality Chess
Archives
Archives Page
History Archives
Photo Archive
Main Menu
Home
Search Players
Results
Rankings
Standard - Published
Standard - Live
Allegro - Published
Allegro - Live
Grand Prix
Grand Prix Page
Leaderboard
Scottish Grand Prix
Junior Grand Prix
Sponsors
Giant Killers
Fide Rating
2600 Club
Grading Manual
Overview
Calculation Steps
Outside Results
Grade Calculators
Event Organisers
Area Graders
FAQ
Grade Book
Main Menu
Home
Website Admin
Users
Forum
Log-in
Chess Scotland
The home of Chess in Scotland
Chess
Scotland
News
Membership
Calendar
Clubs
Junior
International
Grading
Newcomers
More
All News
Junior News
International News
Benefits
Join/Renew
E-Magazine
Grading Book
Members
All Events
Adult Events
Junior Events
Find a Club
Leagues / Associations
Junior News
Junior Events
Primary Individual
Robert E Rough Cup
Giant Killers
Coaches
PVG
International News
International Events
/
News
/
Reviews
/
The Most Exciting Chess Games Ever
{"ops":[{"attributes":{"link":"https://chess.co.uk/products/the-most-exciting-chess-games-ever-steve-giddins?_pos=1&_sid=89220f66b&_ss=r"},"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"THE MOST EXCITING CHESS GAMES EVER"},{"insert":" by Steve Giddins (ed.), 201 pp., New in Chess, publ. 2022.\n\nThis is the second compilation that Steve Giddins has assembled from the pages of New in Chess. For this one he trawled the magazine’s Just Checking column, in which well-known chess names are asked all the traditional ‘what is your favourite’ type questions, and has put together a collection of forty-four of the most exciting games nominated.\n\nSounds straightforward enough, but there’s a problem (which, to be fair, he addresses in his introduction), viz. how do you define ‘exciting’? Like beauty, it’s a subjective term, in the eye of the beholder. How would you define an exciting game? A wild sacrificial attack? An edgy battle between two top GMs? A nervy last round game with a title or big money at stake? Or something more filigree, like GM Georg Meier, who nominated ‘Salov’s endgame play’? Does familiarity rob a game of excitement? (Giddins seems to think so, since Morphy v the Duke, as nominated by Nigel Short, didn’t make the cut on the grounds that it was ‘..."},{"attributes":{"italic":true},"insert":"too well-known and too simplistic"},{"insert":"’.) Do you equate ‘exciting’ with ‘best’? Does controversy enhance excitement? Did the World Champion’s subsequent meltdown render Carlsen-Niemann, Sinquefield Cup 2022, ‘exciting’? Worth thinking about!\n\nMost of the games feature big names of yore such as Alekhine, Capablanca, Botvinnik, Spassky and Fischer, with only a handful of contemporary stars such as Ding Liren, Dubov and MVL appearing. This suggests that an element of distance is desirable to get perspective on a game and allow it to take its place amongst the ‘most exciting’, although that isn’t carved in stone, as the nominations from the current century attest.\n\nAmongst the selection we not surprisingly find some absolute classics, such as Averbakh-Kotov, Zürich 1953 (chosen by Malakhov) and Bogoljubow-Alekhine, Hastings 1922 (Leko), but there is plenty of modern fare, e.g. Navara-Wojtaszek, Biel 2015 (Pelletier) and even a computer game, Leela Zero-Stockfish, TCEC 2020 (Rensch).\n\nThis throws up another aspect to the concept of excitement. Kotov’s famous queen sac which dragged Averbakh’s king across the f-, g- and h-files to its doom on h4 was the product of human creativity in the heat of battle; Navara’s remarkable king march up the board to h8 (!) where it sheltered safely for most of the game was heavily based on engine preparation. (He admits that he was still in his prep at move twenty-nine. It was on move thirty that Kotov uncorked his queen sac.) Does, or should, that lessen its value? You could answer ‘Yes’, or you could argue that Navara was making skilled use of a resource unavailable sixty years before. Both are legitimate.\n\nThe Leela-Stockfish game throws up another aspect. Personally, I see a game (and its excitement) as a unified whole, but, while this one is undoubtedly a stunner throughout the opening and middlegame, it drags on past the resignation stage with fifty-odd moves of meaningless dross, prompting Giddins to comment ‘"},{"attributes":{"italic":true},"insert":"Having played like an utter genius so far, Leela now acts as though it has been taken over by a beginner, who has no idea how to wrap up a winning position"},{"insert":"’. Perhaps, as he says, it had something to do with the resignation protocols in the event, but it certainly detracts from the concept of unity and makes me wonder about its inclusion.\n\nAnyway, whatever criteria you apply, there is rarely excitement without mistakes, and since mistakes tend to occur when players are under pressure, it’s no surprise that most of the games feature attacking play by players renowned for their tactical flair. Having said that, it would have been nice to see a few more positionally exciting games, perhaps even one of the Salov endgames that Georg Meier alluded to.\n\nTalking of players renowned for their tactical flair, one curiosity caught my eye – there is no Tal game which, for a player not unknown for excitement, comes as a surprise. I was half-expecting to see Tal-Larsen, 10th match game 1965. And while Fischer appears twice, neither game is Fischer-Stein, Sousse 1967. If those two aren’t white-knuckle stuff, I don’t know what is.\n\nOther little curiosities – Mamedyarov chose one of his losses (!), Sofia Polgar chose one of her sister’s games and Elizabeth Pähtz one of her dad’s!\n\nThe games are arranged in chronological order of column, starting with the very first respondent, Sofia Polgar, up to John Donaldson at the start of this year. Some are annotated by the players (e.g. Grischuk, MVL, Navara, Short) while Giddins provides the notes for the others, often synthesising the comments of the players or others into his own commentary. He has a simple, clutter-free writing style, and, like a teacher telling his or her class a story, is not averse to the occasional little light digression. (I can’t recall any other chess book which manages to have a pop at Cameron and Brexit, perhaps something that might ruffle the feathers of professional tut-tutters.) Overall he does a great job of putting the games and players into context and bringing the action to life in an accessible manner.\n\nThis is a thoroughly enjoyable collection, ideal for dipping into or relaxing with. The games showcase creativity, fallibility, surprises, tension, drama... all the things that make chess the game we love. Many illustrate the seemingly endless possibilities of the chessboard and, as such, cannot fail to inspire. It would make an ideal Christmas stocking filler, so start dropping hints now.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n"},{"attributes":{"italic":true,"bold":true},"insert":"October 2022"},{"insert":"\n"}]}