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005300000800000020070010500400005300010070006003200080060500009004000030000009700
005300000800000020070010500400005300010070006003200080060500009004000030000009700
urhegyi wrote:Maybe one of you can find a way to break open this puzzle. Hodoku starts to guess.
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005300000800000020070010500400005300010070006003200080060500009004000030000009700
urhegyi wrote:Maybe one of you can find a way to break open this puzzle. Hodoku starts to guess.
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005300000800000020070010500400005300010070006003200080060500009004000030000009700
mith wrote:It certainly seems unlikely he would have found those digits in that order, regardless of some exotic technique used - r5c6 is a hidden single to start with, and 7r6c1 gives a couple other singles (which aren't r6c6).
urhegyi wrote:why B5 on the picture was empty.
urhegyi wrote:Maybe one of you can find a way to break open this puzzle. Hodoku starts to guess.
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005300000800000020070010500400005300010070006003200080060500009004000030000009700
Cenoman wrote:urhegyi wrote:Maybe one of you can find a way to break open this puzzle. Hodoku starts to guess.
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005300000800000020070010500400005300010070006003200080060500009004000030000009700
I didn't raise my question clearly enough in my previous post.
Is this puzzle in the "Potential Hardest Sudokus" data base ?
champagne wrote:Cenoman wrote:Is this puzzle in the "Potential Hardest Sudokus" data base ?
It can not be, the filter requires a pearl at the 10.6 level.
I know that the filter in the bottom part of the PH data base could be discussed, but this is true only for puzzles with an ED <10.7. When the data base was started, the focus was (and still is in some ways) on puzzles with an ED >11.0
Note : It could be in my data base of seeds (or in a similar database of those having searched puzzles with high rating)s.
Cenoman wrote:champagne wrote:Cenoman wrote:Is this puzzle in the "Potential Hardest Sudokus" data base ?
Is your solver able to solve it without any brute force step ?
Mine is not, and YZF_Solver neither. Not tried XSudo yet...
Cenoman wrote:I didn't know what a pearl is,
m_b_metcalf wrote:A diamond has an SE rating of the form x/x/x (x> 2.3). A pearl's rating is of the form x/y/z, for x > 2.3, y <= x, 2.3 < z < x. E.g. 9.0/9.0/9.0 is a diamond and 9.0/9.0/2.6 is a pearl.
HTH
Mike
Cenoman wrote:What do the Letters "ED" stand for, in a rating ?
What exactly is rated by each of the three numbers x/y/z ?
Where could I download an SE version rating this way (I'm still using SE 1.2.1) ?