OK. I have another impossible puzzle... ab9546c3d __8___5_7 25_______ _4_63___8 ___1_8___ 5___24_1_ ______e26 8_5___3__ _3_2897__
Here's the proof it's impossible (numbering from 1,1 bottom left): cell e must be 8, because rows 1 and 2 have an 8 in, and e is the only remaining free cell in bottom right-hand 3x3 group. a and b can't be 8 because there is an 8 in the top left 3x3 group (at 3,8), and c can't be 8 because of e. d can't be 8 because of (9,6). So, there is no space for an 8 in the top row. -- impossible game generated by Sudoko https://bugs.launchpad.net/bugs/397783 You received this bug notification because you are a member of Ubuntu Desktop Bugs, which is a bug assignee. -- desktop-bugs mailing list desktop-bugs@lists.ubuntu.com https://lists.ubuntu.com/mailman/listinfo/desktop-bugs
