question about tsumego
Posted: Sun Mar 04, 2012 3:57 pm
Hi.
Suppose one has a tsumego and there are two solutions which only differ in one respect, viz. that one of the solutions leaves a ko-threat, while the other solution doesn't leave a ko-threat. So for instance, either both solutions end in a sente move, or both solutions end in a gote move, etc.
Can one imagine a situation where the solution that leaves a ko-threat is still to be preferred over the solution that doesn't leave a ko-threat?
Sometimes the solution given by a tsumego can sill be suboptimal depending on the rest of the board. E.g. when the tsumego involves a superko where one might decide to let one's opponent capture the group that is at stake in the tsumego, to avoid one's opponent being able to achieve a N.R. game result under Japanese rules, when one would still win the game if one sacrifices the group at stake in the tsumego.
greetings and thanks in advance for any feedback, Niek
Suppose one has a tsumego and there are two solutions which only differ in one respect, viz. that one of the solutions leaves a ko-threat, while the other solution doesn't leave a ko-threat. So for instance, either both solutions end in a sente move, or both solutions end in a gote move, etc.
Can one imagine a situation where the solution that leaves a ko-threat is still to be preferred over the solution that doesn't leave a ko-threat?
Sometimes the solution given by a tsumego can sill be suboptimal depending on the rest of the board. E.g. when the tsumego involves a superko where one might decide to let one's opponent capture the group that is at stake in the tsumego, to avoid one's opponent being able to achieve a N.R. game result under Japanese rules, when one would still win the game if one sacrifices the group at stake in the tsumego.
greetings and thanks in advance for any feedback, Niek