From a handicap game I just played against one of the bots,
here is a status problem for this board:
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/ O - - - - - \
/ # O - - - # # \ For each possible number of outside liberties,
/ # O O O O O O \ what is the status of White's group?
# # # # # - - \
- # - \ ( White is Os , Black is #s )
# - >
/
-------------
/ O - - - - - \
/ # O - - O # # \ I must be missing something; Isn't white alive like
/ # O O O O O O \ this, regardless of outside liberties?
# # # # # - - \
- # - \ ( White is Os , Black is #s )
# - >
/
In that case, it seems to me that white lives with two outside liberties, and dies with one.
These kinds of patterns are very useful to study for application in fast moving games. You should make a library of them. I have to make the Board Canvas have more shareability than just exported SGFs. It’s on the feature board:
I suppose in some instances Black would do better to play the kosumi here. But white still lives in this scenario. If Black plays 5 instead of 3 it reverts back to the previous diagram.
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/ O - - - - - \
/ # O - - - # # \ Filling the last outside liberty is sente,
/ # O O O O O O \ but Black can't do any better here.
# # # # # # - \
# - \
-------------
/ O - * * * - \
/ # O - * * # # \ When Black fills the last outside liberty,
/ # O O O O O O \ White makes 2 eyes by playing any of the 5 *s.
# # # # # # # \
# - \
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/ O - - a - - \ If White ignores Black filling the last
/ # O - - b # # \ outside liberty, then Black kills with a or b .
/ # O O O O O O \
# # # # # # # \
# - \
I had been thinking b was just better - because it leaves White with only 3 liberties,
whereas a leaves White with at least 4 - but indeed, there might be instances where
Black loses the capturing race in each case, but a lets Black live inside and b doesn’t.