Looks good so far!
But what happens if after B C4, W B4?
But what happens if after B C4, W B4?
It’s really tricky that E4 is losing. It’s one of those ataries that looks like it has to be a good exchange, but actually it shortens your own liberties (similar to D1 in problem 15).
Correct!
Sorry about the slow response, you are completely correct!
Any guesses for Problem 19? It’s just too damn symmetric!
Actually, I made a mistake with problem 19
The intended solution was D3, but I had missed that white could answer D3 with F3. I’ve fixed the problem by adding the exchange D3 - E3, so now it should be solvable. Sorry for the mishap!
C4 F4 C5 look solid. Breaking mind, a two space eye keep the group alive…
The way I see then is A8 A7 B9 C9 a no w can Atari instead hum so only the bottom left is vulnerable but you need avoid the ko ofc, so playing D1
I’m no expert in Capture go but can we infere that for experienced players, it’s like go, but with lower level of tactics (life is much easier) and finally the same goal (the one who control more wins as passing is not allowed)
C4 D4 C5 A6?
Ok nothing works. Other option is to start with this move A6, threatening A8
That is a good start! What happens after bA6 wA8?
I just get seki I guess then it’s incorrect
Depends on the rest of the board, who dies first?
(one of the things I like about these whole-board capture go problems is that there is never any ambiguity about the goal. In regular go problems, beginners are sometimes confused about whether ko or seki are good enough solutions to a problem. For a capture go problem, as I’ve defined them here, the goal is to win the game. If you could play the position against an opponent and win every time, you’ve solved the problem. Otherwise keep looking. No ambiguity about what counts as “good enough” )
Ah yes I see your point
Some extra explanation of problem 21:
Black needs to make seki between B4 and B2 to survive. To achieve this, preserving liberties is very important. Something straightforward like this obviously doesn’t work:
The key to the problem is that black can gain liberties by starting with the descent at A6:
Importantly, playing hane connect instead of descending is a mistake since it loses a liberty:
Also, black can not start with the cut, since then white can resist with A7:
Please let me know if you have further questions or if you find any mistakes in my analysis!