Re: Subtilities for ko threats handling
Posted: Sat Jan 29, 2022 5:29 am
It seems to me that Black can win the ko while also answering in the lower left, winning by over 10 points.
In terms of reading it out, we might first ask, "What about the seki?" Something like the first diagram will follow, but White ends up winning by 2.5, I think. This is where I would start reading and I think it is fairly straight forward. After all, if it works, we do not have to figure out the rest. Unfortunately it isn't enough. So Black must play the ko. The diagram below we might consider the base case. Black has a ko threat at 7, which offsets White ko threat at 4. After 9, White has no further ko threats and cannot prevent Black from capturing the top right, winning by over 10 points. I could read this out. However, see the next diagram. What if White plays 4 to eliminate Black's ko threat? Black has an interesting resource here. Connecting between 3 and 1 creates a double ko that White cannot win. White can get the rest of the yose, but still loses by over 10 points. I could not read out this double ko in my head. I only saw it using a board. So I initially assessed that White could win no matter what Black played.
In terms of reading it out, we might first ask, "What about the seki?" Something like the first diagram will follow, but White ends up winning by 2.5, I think. This is where I would start reading and I think it is fairly straight forward. After all, if it works, we do not have to figure out the rest. Unfortunately it isn't enough. So Black must play the ko. The diagram below we might consider the base case. Black has a ko threat at 7, which offsets White ko threat at 4. After 9, White has no further ko threats and cannot prevent Black from capturing the top right, winning by over 10 points. I could read this out. However, see the next diagram. What if White plays 4 to eliminate Black's ko threat? Black has an interesting resource here. Connecting between 3 and 1 creates a double ko that White cannot win. White can get the rest of the yose, but still loses by over 10 points. I could not read out this double ko in my head. I only saw it using a board. So I initially assessed that White could win no matter what Black played.