Logic Masters Deutschland e.V.

Nine? Nein!

(Eingestellt am 19. August 2023, 13:09 Uhr von Blashyrkh)

Nine? Nein!



Rules:
  • Normal sudoku rules apply.
  • Orthogonally adjacent digits must not sum to 9.
  • Adjacent digits along a green line must have a difference of at least 5.
  • Digits along thermometers increase from the bulb end.

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Lösungscode: column 9


Gelöst von by81996672, gdc, jalebc, 85392, pookster, Ragna, SKORP17, butch02, Fisherman, Fool on Hill, ArnulfKoch, AN_not_IO, Sonki, cathematician, OutOfMyMindBRB, pepu273, AvonD, oshitada, jhuijts, ... cmb, Calesch, CHRosenthal, Julianl, sedici, boriss, snowyegret, karen_birgitta, dskaff, lovely, plica, trashghost, PippoForte, Clairitin, japanoise_breakfast, QuiltyAsCharged, ninjamunk, Luaryo
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Kommentare

Zuletzt geändert am 29. August 2023, 15:29 Uhr

am 28. August 2023, 23:26 Uhr von Daskannnicht
Im sorry but this puZle has no aolution unless i miaunderstood the rules.
C1r2 ia a 1/or 2 since it is r5c3. And sees 3 high digits on whisper line.
Both 1 and 2 give contradiction
Eg if it is 1 then c2r5 is a 2 c5r6 is 8 or 9 because of summing to 9 rule
Then c3r3 iw unsolveable. Must be adjacent to a 7. Byt it is nor 1,,2,3.

Please help

__

_Orthogonally_ adjacent digits must not sum to 9.
You can have 7 and 2 diagonally on a whisper line :)

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i had made some typos. If c1r2 is a 1, Then c3r5 is also a 1. Then c5r2 is a 2.
C3, row 1 and 3 must be 23 pair. Neither can be orthogonally adjacent to a 7. So column 2, row 1 and 3 is 89 pair.

Column 5, row 2 is a 2 since it is not 1 and sees 3 green things. Column 5, row 3 is thus an 8or 9 ; cnnot be 7.

But then there is a problm with column 3, row 3: It must be next to a 6 or 7. So it cannot be 2 or 3. Nor 1 since 1 is in that box already...???

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nvm , think i see my error. 2 is possible

am 19. August 2023, 18:32 Uhr von Fisherman
The title is gold, and the puzzle a mine.

am 19. August 2023, 16:57 Uhr von Ragna
Super fun puzzle, good flow, sometimes very tricky!
Thank you for setting and sharing! :-))

Schwierigkeit:3
Bewertung:92 %
Gelöst:64 mal
Beobachtet:2 mal
ID:000EUZ

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