The game of draughts; simplified and illustrated with diagrams. Founded on the games of Andrew Anderson (1881)
Anderson, Andrew, d. 1861, Janvier, Julian Darragh, 1838- editor · Brooklyn, N.Y., [J. D. Janvier] · leaf 31
ems were before odd, they will nowbe both even, and after another move they will again be both odd, andso on alternately, according to the player whose turn it is to play. THEORY OF THE MOVE. To know if yoil have the move when it is your turn to play,apply the following rules : Rule I.—Add together… … You play Black, and have the move, because either system con-tains an odd number of pieces; one contains one, the other three.(To aid the beginner in mastering the idea of the two systems intowhich the board is divided, we have distinguished the one systemfrom the other by a series of dots.)…
Checkers
Internet Archive · Library of Congress · Public Domain Mark 1.0. Free to use for anything.
![An illustration from International match. Complete record of the [checker] games played between players of Great Britain and the United States, Boston, March 14th to 25th, 1905 (1906)](https://img.insideoutlibrary.com/img/200/ia-internationalmat00heff-159-12.webp)
