Remember how the Dot is transmogrified from the flat chessboard? If the notation of every single square remains during transmogrification, it will look like the diagram below:
![]() |
Notation of squares on the chessboard and the Dot |
The principles of notation on the chessboard is: “Ranks” are noted with numbers 1 to 8. “Files” are noted with letters a to h.
Likewise, the principles of notation on the Dot is: “Latitudes” are noted with numbers 1 to 8. “Longitudes” are noted with letters a to h.
The animation below shows the relation of noted squares on two hemispheres more accurately.
![]() |
The relation of noted squares on two hemispheres |
Now if I put all pieces in initial position on the chessboard and the Dot, it will look like the diagram below:
![]() |
All pieces in initial position on the chessboard and the Dot |
It’s interesting that each side of pieces on the Dot surround their poles; white pieces surround the south pole, and black pieces surround the north pole.
The animation below shows the relation of pieces in initial position on two hemispheres more accurately.
![]() |
The relation of pieces in initial position on two hemispheres |
For future reference, the 8 squares alongside a pole are jointly called as “polar circle”. This noun will be mentioned later when it comes to “castling” and “pawn promotion” rules.
To be continued.
No comments:
Post a Comment