Ravel wrote:it is the second time i see an ALS where the 2 sets have a common cell:
A={578}, B={1578}, x=5, z=7 => r9c2<>7
This solves the puzzle.
Thanks, very nice solution, although personaly it is easier to see the following ALSs:
A(5678)=r236c2, B(578)=r67c3, x=5, z=7, => r9c2<>7.
Ravel wrote:Is this a puzzle from this thread?
Yes, the one on the top of the current page.
Wapati wrote:Just popping it into SodukoCue says 2 xys and 3 ERs. ERs can be Skyscrapers, Turbots or Kites. I can do those, they are patterns.
Without wanting to start any controversial discussion, in my opinion XY- and XYZ-Wings, ERs, Turbots, Colors, are all chains. If one understands the principles of how to find nice loops, then there is no need to "memorize" all those names and methods, with the additional advantage of one being able to find other nice loops not "covered" by those techniques. Even Swordfish, a technique that perhaps I have only used one or two times in the sense of recognizing three rows or columns, can be expressed with nice loops. The same with ALSs. But, I understand that for many people is much more easier to look at those as standardized patterns.
Carcul