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
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
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
/
Beating the Hedgehog System
{"ops":[{"attributes":{"bold":true,"link":"https://chess.co.uk/products/beating-the-hedgehog-system-ivan-gal-hazai?_pos=2&_sid=4b5343c1a&_ss=r"},"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"BEATING THE HEDGEHOG SYSTEM"},{"insert":" by Laszlo Hazai and Hanna Ivan-Gal, New in Chess, 160 pp., publ. 2023.\n\nThis book is based on a Chessable course on the subject, so owners of that course will have an idea of what to expect. As the authors, a Hungarian IM and FIDE senior trainer and WFM and coach, write in the preface, ‘"},{"attributes":{"italic":true},"insert":"The title...indicates that this is a White repertoire, providing a straightforward path without alternatives for the first player. In the Hedgehog, the middlegame is an integral part of the opening, and our work is for at least 50% a middlegame study"},{"insert":"’. As they also point out in the introduction, Hedgehog positions can arise in one form or other in many different openings (e.g. English, Sicilian, Nimzo, King’s Indian), so it is advisable for players of White involved in those openings to have an idea of how to deal with them.\n\nI mention this because at first glance "},{"attributes":{"italic":true},"insert":"Beating the Hedgehog System"},{"insert":" looks like ‘just’ another openings book, and to an extent it is, with chapters on specific moves and move orders, but as the authors say, ‘."},{"attributes":{"italic":true},"insert":"..understanding the Hedgehog helps a player to improve his overall play, by learning about the manoeuvring battle, precise move orders, attack and counterattack, central breakthrough, wild tactical complications, and how to hold the position without ruining it"},{"insert":"’, words which they back up with detailed commentary on the points mentioned. So there certainly is a lot of middlegame stuff on show. In addition to the topics mentioned above they also discuss the likes of waiting moves, prophylaxis, Q-side majority v central activity and the Fischer plan (...Kh8, ...Rg8 and ...g5). \n\nAs befits a rich opening system there are lots of variations and analysis, but there are also reams of explanatory prose, particularly relating to the finer points of the system, and lots of little reminders of what to keep in mind and what to beware of, e.g. ‘"},{"attributes":{"italic":true},"insert":"Losing a tempo is not so fatal in the Hedgehog as continuing with a wrong plan"},{"insert":"’ and ‘"},{"attributes":{"italic":true},"insert":"Black wants to blow up White’s centre with ...d6-d5 or ...b6-b5. If he can’t do that, he has to adopt a wait and see strategy"},{"insert":"’.\n\nThe theoretical meat lies in the first five chapters and analysis contained therein, much of which looks original. They are supplemented by a chapter containing fifteen deeply annotated model games and a chapter of thirty exercises based on Hedgehog themes. Despite it being a white repertoire book, the first player does not have it all his own way, and Hedgehog defenders will find much to interest them between the covers. It is thorough and pretty up to date (late 20teens) and would be of interest to anyone whose opening repertoire includes anything that might end up as a Hedgehog. And there’s an index of variations! J\n\nA couple of little things caught my eye. \n\n·The title. I’m not a big fan of labels like ‘Beating the...’ or ‘Winning with the...’. You’re not going to beat or win with any reasonable mainstream opening, but I guess titles like these are catchy and grab a would-be buyer’s attention. \n\n·The back cover blurb claims that the Hedgehog is ‘"},{"attributes":{"italic":true},"insert":"a personal favourite of many club players"},{"insert":"’. Is it? (Or how many is ‘many’?) I witnessed/was present at 153 league games this season, and played twenty-nine of them, and not one featured the prickly beast. Most of the hedgehogs I see appear in IM or GM games, so I wouldn’t necessarily punt the book at Janet or John Clubplayer. The depth of analysis is way beyond anything the average club player is going to need for his or her club and league games. I say that to point out that, despite my reference to ‘anyone’ in the previous paragraph, the work is probably more suitable for stronger players who move in circles where the system is more likely to arise.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"August 2023"},{"insert":"\n\n\n\n\n\n\n"}]}