<Comment deleted by user>
@Toscani said [^](/forum/redirect/post/LgcUIRs1)
> https://lichess.org/Shru4CJV/
4.5/10
I'm searching for the dividing factors that would help filter through the large number of games Lichess has saved for us to review.
When rating a game, what has more weight: Good moves, Domination or accuracy?
I prefer viewing games where lower-rated players defeat higher rated players.
Their wins are rare, but easy to find when using Python to filter through a month’s worth of games.
There’s a lot to learn about how players beat higher-rated opponents, much more than watching an elite player crush a lower-rated one. Players play with purpose, so it's not easy to rate a game without using biases or software to assist.
The following are biased, and include analysis calculations:
Quality (0–10) = 6.5/10
Entertainment (0–10) = 8.5
Instructional Value (0–10) = 7.5
Impressiveness of the win (0–10) = 7/10
Good moves (0-10) = (White 24/36 + Black 21/32) /2 = 66.15% = 6.6/10
Domination (0-10) = (White 55.38% + Black 1.54%) = 56.92% = 5.6/10
Accuracy (0-10) = (White 74.82 % + Black 60.16 %) / 2 = 67.49 % = 6.7/10
I'm searching for the dividing factors that would help filter through the large number of games Lichess has saved for us to review.
When rating a game, what has more weight: Good moves, Domination or accuracy?
I prefer viewing games where lower-rated players defeat higher rated players.
Their wins are rare, but easy to find when using Python to filter through a month’s worth of games.
There’s a lot to learn about how players beat higher-rated opponents, much more than watching an elite player crush a lower-rated one. Players play with purpose, so it's not easy to rate a game without using biases or software to assist.
The following are biased, and include analysis calculations:
Quality (0–10) = 6.5/10
Entertainment (0–10) = 8.5
Instructional Value (0–10) = 7.5
Impressiveness of the win (0–10) = 7/10
Good moves (0-10) = (White 24/36 + Black 21/32) /2 = 66.15% = 6.6/10
Domination (0-10) = (White 55.38% + Black 1.54%) = 56.92% = 5.6/10
Accuracy (0-10) = (White 74.82 % + Black 60.16 %) / 2 = 67.49 % = 6.7/10
https://lichess.org/5g3piqxA/
All it takes is one move to transition from one phase to another. Look at the graph of the analysis. It jumps up on every phase change, like a stair case. The winner is still the lower rated player.
All it takes is one move to transition from one phase to another. Look at the graph of the analysis. It jumps up on every phase change, like a stair case. The winner is still the lower rated player.
https://lichess.org/Sg98hdbt/
negative 5
negative 5
@TheMagnusAura said ^
Please don't look at my accuracy it's useless
https://lichess.org/VOxfleog/white
I'd give it 5.5
@TheMagnusAura said [^](/forum/redirect/post/pmNJXJRY)
> Please don't look at my accuracy it's useless
> https://lichess.org/VOxfleog/white
I'd give it 5.5
0.67/10
0.67/10
D02 Queen's Pawn Game: Chigorin Variation
https://lichess.org/uBqNAT0Q#19
D02 Queen's Pawn Game: Chigorin Variation
https://lichess.org/uBqNAT0Q#19
@TheMagnusAura said ^
Please don't look at my accuracy it's useless
https://lichess.org/VOxfleog/white
7/10
@TheMagnusAura said [^](/forum/redirect/post/pmNJXJRY)
> Please don't look at my accuracy it's useless
> https://lichess.org/VOxfleog/white
7/10
I'd probably rate a win with two queens as 8/10 if somebody asked me to rate it
I'd probably rate a win with two queens as 8/10 if somebody asked me to rate it
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