| Lidraughts Feedback - puzzle 2003#2 I believe that the difference in evalution here is to big to see this as incorrect. Btw, at the 4th move, more free moves are correct than the 'shorter' main line: 45-40! and 46-41. I'll keep the p… | BumperBalloonCars |
| Lidraughts Feedback - Mistakes in puzzles#20 About 1059: yes, lots of moves and final squares for the King are correct. 42-37 and 47-41 are considered correct in the puzzle (as well as the different squares to end with the King). Unfotunately 38… | BumperBalloonCars |
| Lidraughts Feedback - Mistakes in puzzles#18 Puzzle 1059: on the sixth move (with opposite kings) multiple wins are possible apart from the expected 38-32. My 38-33 (29x38 43x32 etc. try) was deemed wrong. I didn't check 42-37 and 47-41, but tho… | GMI simpaticheski |
| General Draughts Discussion - Scan's endgame skills could and should be improved#1 I was testing Scan's endgame technique in International draughts by comparing human approach and AI approach. There is a nice puzzle by Noome and Hortsman (I quote their names by cyrillic retransla… | kalnap |
| Game Analysis - Diagram # 532 of the puzzle remains tied after the stroke maneuver.#7 Oi amigos @BumperBalloonCars e @Arkun. Após exaustiva análise no Scan3.0 e KingsRow, pode-se afirmar que realmente a partida está ganha para as pretas. Segue: [Event "Game 1, opening start … | Pontel |
| General Draughts Discussion - puzzle 602#4 Author here. @Jeffrey Congratulations on the draw! Scan probably made mistakes when answering you, however. The version I'm using is slightly different, and plays those moves (even with only… | Scan_X |
| General Draughts Discussion - puzzle 602#3 For some unknown reason Scan doesn't play the right moves. After 7. ... 27-31 ? the position is lost for Black (Dragon Draughts database). Maybe Scan doesn't use endgame database in lidraughts ? Anyw… | Faraday |
| Lidraughts Feedback - Feature Request: Coordinates in every square#6 I have understood this: memorizing the first 10 positions (the squares from 1 to 10) it is easy to improve by counting, for example, from the square number 1, +10 to obtain the square number 11; + 20 … | Andrea |