[ThomasCM]

Surprisingly, storing a game (with all moves) can take less space than encoding a single board. This is because you can effectively encode a move in a single byte (as there are less than 255 moves possible in each position). Applying compression to the resulting binary string will allow you to reduce the space even more.

Check out this great blog post of Lichess for more information: https://lichess.org/blog/Wqa7GiAAAOIpBLoY/developer-update-2...

And shameless plug: Using this encoding, I'm storing millions of games on https://www.chessmonitor.com/ There you can link your Chess.com or Lichess account and view all kind of statistics of your games.

[seabass-labrax]

That is a beautifully designed website. I don't think I've ever used an OAuth authentication flow as smooth as the one that your site uses to access my Lichess credentials (same as my HN name, btw, in case you want to beat me at a correspondence game).

ChessMonitor is practically a work of art!

[robertlagrant]

I created an account just to see that flow, and it did not disappoint! How's it this fast?

[ThomasCM]

Thanks for your feedback!

I guess OAuth is relatively fast as I don't have a middleman (like Auth0) in there. It's just Passport.js.

[omoikane]

ChessMonitor looks very nice, I like how you can link to a particular opening:

https://www.chessmonitor.com/u/XqaFNTHcR61WpiMfOhEY/games?po...

[foota]

Heh, I guess there are board states that are not possible to reach through a valid sequence of moves, but I guess otherwise it's not possible that games are more compressable by definition, since any valid board state could be represented as a sequence of moves.

This does raise the question of the efficiency of reverse engineering a series of minimal moves for some board state.

[gowld]

Are you saying that, to encode a valid position, ignoring the cost to encode both the starting position and the move definitions, you can encode the move sequence using less information than encoding a single position?

[ThomasCM]

Yes, ignoring compression each (half-)move takes up one byte. So if you want to store a sequence of 10 (half-)moves it would take only 10 bytes.