Our special analysis combo set includes a chess board with 1.5'' squares and chess pieces with a 2.5'' king height and fits perfectly on a school desk for those rainy days when recess has to be spent inside the classroom! This set can also be used to analyze games during a tournament or to simply have available while watching instructional DVDs so that you can follow along with the moves.
Our special analysis combo set includes a chess board with 1.5" squares and chess pieces with a 2.5" king height and fits perfectly on a school desk for those rainy days when recess has to be spent inside the classroom! This set can also be used to analyze games during a tournament or to simply have available while watching instructional DVDs so that you can follow along with the moves.
Durable plastic Staunton-designed set
Staunton-style pieces with 2.5" king height
Fits perfectly on classroom desks
Great for game analysis
Nice combo set for tournament gifts
The Chesssboard
Our Premium Vinyl Analysis Chessboards - 1.5" Squares are ideal for a quick viewing of your game . . . and best of all they fit on smaller desks at school for those rainy days when the kids can't go outside for recess! They are made of quality vinyl and have algebraic notation on all four sides of the board.
Green & Buff only
Features rank and file labels on all four sides - ideal for beginners!
Manufactured out of high-grade vinyl and will resist dirt, tearing and spills
Product Specifications
More Information
Weighting
Single Weighted
King Height
2.5" inch / 6.35 cm
King Base Diameter
1.0'' inch / 2.54 cm
Square Size
1.5'' inch / 3.81 cm
Chess Board Footprint
13.75" x 13.75"
Median Set Weight
5.0 ounces
Total Number of Pieces
32 Chess Pieces
Customer Reviews
Perfect for office
Rating
100%
This set is amazing for my office, I can work and study chess same time
Review by
William
Posted on
Perfect
Rating
100%
Excellent!
I purchased two Analysis Chess Set & Board Combinations, one for myself and the other for my son. We are both thrilled with quality and functionality of these sets.
