In "The Art of Go Series - Connecting Stones", you can find at p.91 the following problem:
"Black to play. How he can link up his groups by capturing?"
$$|-----------
$$|...........
$$|...O.......
$$|.OOX.X.....
$$|.OX..XO....
$$|...X.OXO...
$$|..OOO.XX...
$$|...........
$$|-----------
- Click Here To Show Diagram Code
[go]$$|-----------
$$|...........
$$|...O.......
$$|.OOX.X.....
$$|.OX..XO....
$$|...X.OXO...
$$|..OOO.XX...
$$|...........
$$|-----------[/go]
(in the original problem, there is one white stone missing - D2 - you can see that on the p.92)
J5 seems to be the correct black move (w's kaketsugi at H5 doesn't work; w's kaketsugi at J4 doesn't work) but when white plays a katatsugi, black is in trouble (see the diagram below).
$$|------------
$$|............
$$|...O........
$$|.OOX.X..B...
$$|.OX..XOW....
$$|...X.OXO....
$$|..OOO.XX....
$$|............
$$|------------
- Click Here To Show Diagram Code
[go]$$|------------
$$|............
$$|...O........
$$|.OOX.X..B...
$$|.OX..XOW....
$$|...X.OXO....
$$|..OOO.XX....
$$|............
$$|------------[/go]
The authors of the book claims that K3 solves black's trouble... I don't see how does K3 solves the problem if white plays H6.
$$|------------
$$|............
$$|...O...W....
$$|.OOX.X..X...
$$|.OX..XOO....
$$|...X.OXO.B..
$$|..OOO.XX....
$$|............
$$|------------
- Click Here To Show Diagram Code
[go]$$|------------
$$|............
$$|...O...W....
$$|.OOX.X..X...
$$|.OX..XOO....
$$|...X.OXO.B..
$$|..OOO.XX....
$$|............
$$|------------[/go]
Is this an error (actually a problem that cannot be solved) or there is a variation I missed? What do you think?
