3D2Y
(Eingestellt am 9. November 2024, 20:45 Uhr von udukos)
Divide the grid into 9 regions of 9 orthogonally connected cells each. Fill the grid with digits 1-9, such that every row, column and region contain each digit exactly once. No 2x2 area is entirely in a single region.
If a circle is present in a cell, a digit from one of the orthogonally adjacent cells of another region appears in its region at a distance of N cells, where N is the digit in the circle's cell. This also implies that if there is a circle in a cell, at least one orthogonally adjacent cell must belong to a different region. Two orthogonally adjacent cells are considered to be at a distance of 2 from each other, and so on. Please refer to the example puzzle for further clarification.
Here is a 6x6 example for illustration, with a link for solving online:
Links to the main puzzle for solving online: Sudokupad or Penpa plus
Lösungscode: Row 8, with hyphens (-) for region borders. (Example: 123-45-6-7-89)
Kommentare
am 3. Dezember 2024, 02:42 Uhr von roflsalot
Very fun CC, but is there any reason why conflict checker is turned off by default? Made for a near disaster for me.
am 22. November 2024, 07:26 Uhr von henrypijames
Love that one particular clue. ;)
am 13. November 2024, 18:19 Uhr von samuel1997
Incredible! Every logic in this puzzle is delightful to figure out! Love the One Piece reference too^^ (Although I'm not sure how this puzzle related to 3D2Y)
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Thank you for your warm feedback. '3D2Y’ is a self-reference. Just as it signifies a two-year break in One Piece, I also took a two-year break from creating and publishing puzzles on this portal.
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Oh I see! Welcome back! Nice reference!
am 13. November 2024, 07:54 Uhr von udukos
Thank you all for the nice feedback!
@Piatato - I agree. Numbered rooms and slingshot constraints are quite similar in how they work.
@Playmaker6174 It's been some time. I hope to contribute a few more puzzles to the portal.
am 12. November 2024, 10:54 Uhr von Snookerfan
Superb puzzle! Welcome back and thank you
am 11. November 2024, 06:28 Uhr von Phistomefel
A wonderful puzzle with a plethora of different interesting deductions. Thank you for this gem and welcome back, udukos!
(PS: Neat OP reference ^^)
am 10. November 2024, 22:06 Uhr von marcmees
great come back. Challenging till the end. Thanks
am 10. November 2024, 14:51 Uhr von Playmaker6174
Man it feels so nostalgic to see another new puzzle from you after such a long time x)
A very fun and cool puzzle overall! It wasn't too hard either once I understood how the main concept works :)
am 10. November 2024, 11:16 Uhr von Christounet
Great and fun puzzle ! Easier than I expected and very interesting. Thanks :)
am 10. November 2024, 04:44 Uhr von KNT
Welcome back!
am 10. November 2024, 04:08 Uhr von h5663454
Let me guess...are branches allowed in regions?
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Yes, that is allowed.
am 10. November 2024, 00:39 Uhr von Piatato
Awesome puzzle! Loads of fun logic throughout. The ruleset is maybe even more closely related to numbered rooms than to slingshots?
am 10. November 2024, 00:12 Uhr von ONeill
Great puzzle, the ruleset is a lot of fun :)
am 9. November 2024, 22:09 Uhr von Jesper
Enjoyed it a lot, thanks!
