Yozzy
(Eingestellt am 6. Mai 2024, 02:28 Uhr von zetamath)
[This puzzle was created with the friends in my stream. Thanks for your help everyone! You can find a VOD of its creation here ]
Jay Dyer Deconstruction: Place 9 non-overlapping 3x3 boxes into the grid. Each box contains the digits 1-9 once each. Digits may not repeat within rows or columns. Cells not in boxes are left blank.
Ten Lines: Lines of all colors in the grid are ten lines. The digits on these lines must be broken entirely into contiguous non-overlapping groups of cells that sum to 10. Gaps within these sums are acceptable, as long as the gaps contain no digits. For example, a line may read 2 8 Gap Gap 4 Gap Gap Gap 4 2.
Each line contains at least one tensum.
Have fun, leave a comment if you enjoy the puzzle!
This puzzle is available in two forms. Choose the one that you prefer:
One that even more emphasizes visual clarity [In this version all intersections are transverse, so the colors are not needed, and ends of lines extend further boxes which may be helpful for those on small screens.]
PS: I stream solving sudoku like puzzles three days a week. You can check out the channel, as well as some videos I have made about setting puzzles, at my YouTube channel here.
Lösungscode: The digits in row 7 (skip empty cells)
Kommentare
am 8. Juni 2024, 17:57 Uhr von m_or
Thanks for the clarity on the rules. It's a great puzzle. I managed to solve it after spending a lot of hours yesterday and today. I had to set the puzzle aside and come back to it and reset several times to let me grasp the intuition better but in the end it worked out.
I hope CtC or some other puzzle youtuber takes it on soon, so I can see if my path through the grid was the intended route or there is something I could have done more cleverly. Regardless I am proud to put it on my mantle of solved puzzles :)
am 7. Juni 2024, 19:39 Uhr von m_or
Hi I'd like to ask for clarity about the rules. Can a ten sum be made with digits from two different boxes? So if two boxes are orthogonally connected and they share a line, can you have a 9 on the line in one box and a 1 in the adjacent point in the line in the other box that sum to 10?
[Yes definitely! -z]
am 6. Mai 2024, 18:55 Uhr von Playmaker6174
Very fun solve with some cool deductions along the way! The stream was great fun too and I'm glad I got to experience the entire thing properly without spoiling myself too much xD
am 6. Mai 2024, 17:37 Uhr von OGRussHood
Yozzy was crazy, and at times made me dizzy. But the feelings it gave me were warm and fuzzy. OK, enough of the -zy words.
am 6. Mai 2024, 07:56 Uhr von Christounet
Yo Z ! Enjoyed testing this. Great fun and surprisingly smooth. I encourage anyone interested in puzzle crafting to watch the setting video after solving this. Thanks :)
am 6. Mai 2024, 03:17 Uhr von MicroStudy
yoz queen
