Correspondence Database 2024
2.2 Million Games - 30 Video Analysis by Top-Players
THIS ITEM IS IN STOCK!!
PRICE MATCH GUARANTEE
Found this item at a lower price elsewhere? We'll match it!* Certain restrictions apply.
The new Correspondence Database 2024 is the large ChessBase collection of correspondence games from the period from 1804 to 2023. With more than 80,000 tournaments and over 2.2 million correspondence games, the Correspondence 2024 is a must for all correspondence chess fans. But the Correspondece Database is very popular even among many grandmasters and chess coaches, as correspondence games often herald the development of opening theory!
• Refined layout, easy access in ChessBase!
• EXCLUSIVE! Thirty selected games from the 29th-33rd Correspondence Chess World Championship cycles & Olympiad presented in video analysis by wellknown GMs such as Markus Ragger, Dorian Rogozenco, Nicholas Pert, Mihail Marin, Leon Mendonca, Luis Engel, and many others.
• Let yourself be inspired by chess at the highest level!
SYSTEM REQUIREMENTS: Desktop PC or Notebook, 2 GB RAM, Windows 11, 10 or 8.1, DVD-ROM drive, ChessBase 17 or ChessBase 16.
-
ISBN
-
9783866819207
-
Publication Date
-
Nov 14, 2023, 12:00 am
-
Hardware Requirements
-
Windows
-
System Requirements
-
Desktop PC or Notebook, 2 GB RAM, Windows 11, 10 or 8.1, DVD-ROM drive, ChessBase 17 or ChessBase 16
-
No. of Computer Installs
-
Up to 3 Computers
Media Mail Eligible
Media Mail® shipping from the US Postal Service is the cost-effective way to ship Books, Software and DVDs. With shipping rates starting at only $5.00, it's the most affordable shipping method available.
Return Information
Computer Software and DVDs that come on Physical Media (such as CD-ROMs and DVD-ROMS) can only be returned or exchanged if the product is in its original, shrinkwrapped packaging and has not been installed or used in any way. Once you open the packaging of a Computer Software or DVD title, it can only be exchanged for a new copy of the same title and only if the original media is defective. There are NO exceptions to this rule.