I begin to look at sequences using molasses ko but I am not sure how to count the number of moves with this special configuration.
Let's try on a small example. How many moves white can impose to black? What is your understanding of what is allowed by the japanese rule?
What is the longest winning sequence ?
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Gérard TAILLE
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Gérard TAILLE
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Re: What is the longest winning sequence ?
Very good point Lightvector. I understand.lightvector wrote:You can also pick any other method you wish besides a ladder of giving one player a very large but finite number of ko threats, and where all the ko threats are non-point-losing ko threats. A ladder inside someone's territory is simply one way of doing so that can be made particularly dense and numerous.
The point is that every ko threat now adds the entire length of the double-ko-death-like ko snake in additional moves to the longest variation. So this ko-snake construction allows you to multiplicatively expand the number of forced moves that a final sequence of the game takes, easily to many thousands of moves.
Before trying this idea what about solving a far more easier problem. What is the longest winning sequence without any capture?
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Re: What is the longest winning sequence ?
I think if you are using Japanese rules, a long cycle would mean that the game goes on forever, so the sequence is infinite. I believe that the meaning of »no result« is that the players don't finish it.
A good system naturally covers all corner cases without further effort.
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Gérard TAILLE
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Re: What is the longest winning sequence ?
Yes Harleqin I know. That is the exact reason why my question was "What is the longest WINNING sequence?".Harleqin wrote:I think if you are using Japanese rules, a long cycle would mean that the game goes on forever, so the sequence is infinite. I believe that the meaning of »no result« is that the players don't finish it.
If one player can force a "no result" then the sequence cannot be a winning one, can it?
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Gérard TAILLE
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Re: What is the longest winning sequence ?
It is not quite clear for me what is the result of a molasses ko under japonese rule.Cassandra wrote: Something like
https://senseis.xmp.net/?MolassesKo
It looks to me like a "no result" game. Is it true?
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Re: What is the longest winning sequence ?
Do you think it would make sense to play elsewhere if you wanted this result?Gérard TAILLE wrote:It is not quite clear for me what is the result of a molasses ko under japonese rule.
It looks to me like a "no result" game. Is it true?
Sensei's Library wrote:Assuming that there are no ko threats big enough, this situation will repeat as long as there are valid moves on the board.
The really most difficult Go problem ever: https://igohatsuyoron120.de/index.htm
Igo Hatsuyōron #120 (really solved by KataGo)
Igo Hatsuyōron #120 (really solved by KataGo)
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Gérard TAILLE
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Re: What is the longest winning sequence ?
What is the result of this game (no move available)? No result? Other?Cassandra wrote:Do you think it would make sense to play elsewhere if you wanted this result?Gérard TAILLE wrote:It is not quite clear for me what is the result of a molasses ko under japonese rule.
It looks to me like a "no result" game. Is it true?
Sensei's Library wrote:Assuming that there are no ko threats big enough, this situation will repeat as long as there are valid moves on the board.
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Matti
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Re: What is the longest winning sequence ?
A molasses ko makes the game five times slower. If there is two molasses kos of differnt sizes the game get 25 times slower. There might be even more molasses kos.
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RobertJasiek
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Re: What is the longest winning sequence ?
Do you have a sample SGF with a sequence in two molasses kos, please?