Algebraic notation is relative to the current board position. So, you have to parse it backwards.

The last character may or may not be a '+', indicating check. (I'm going to assume that there is no analysis on the game, so I will ignore !, !!, ?, ??, ?!, and !?.) So, we have to see if that exists. If it does, we may or may not want to verify that, after the move, a state of check exists.

After we look for the '+', the last two characters are guaranteed to be the destination square in the form /[a-h][1-8]/.

Any remaining characters are the specification for the piece and/or starting-square coordinates. (Remember, we're still parsing the string in reverse.)

The key is parsing it backwards.

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In reply to Re: Parsing Chess Algebra Notation by dragonchild
in thread Parsing Chess Algebra Notation by cyocum

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