Logic Masters Deutschland e.V.

High Digits in the Fog

(Eingestellt am 2. Juli 2024, 21:03 Uhr von Belamis)

Sudoku: Normal Sudoku rules apply.

Kropki: Digits in cells separated by a white dot are consecutive. Digits in cells separated by a black dot have a 1:2 ratio.

High Digit lines: Along Red High Digit lines, 1 of the digits is equal to the sum of the rest of the digits on the line.

Fog of War: The grid is partially covered in fog. Correctly placing digits will clear the fog around that cell. No guessing is required.

SudokuPad link

Lösungscode: Column 9

Zuletzt geändert am 3. Juli 2024, 21:05 Uhr

Gelöst von fuxia, PinkNickels, pythonssssss, GorgeousNicko, pepe74287, GrumpyMan, NotThatKindOfDoctor, SKORP17, Uhu, RickiFerrara, fractalminding, henryg, Postnormal, hildende, Elliott810, jchan18, coeurblacky, ... running_fatty, obuibo11, dpsy, Xerix, Slumped_5, RobJH, sayuri17, Drawoon, spagheli, FlashZange, naggy, mango, MattJones, edwinap, whtshername, heyalaine, asver, soumyagupta0127, Vegan_warior
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Kommentare

am 10. August 2024, 14:27 Uhr von permafrostyx
yay

Zuletzt geändert am 5. Juli 2024, 11:54 Uhr

am 5. Juli 2024, 11:49 Uhr von Tezza777
Lovely puzzle, thanks! Did you create this "high digit lines" constraint yourself?

Reply
Thanks for the kind words - I did come up with the high digit lines myself, although I wouldn't be at all surprised if someone had created the same constraint previously :)

am 5. Juli 2024, 02:07 Uhr von ostio456
Tried this puzzle before it was fixed and loved the idea. I purposely left the puzzle for today and once i saw that it was fixed i eagerly retried the puzzle and I'm happy i did! great fun

am 3. Juli 2024, 21:49 Uhr von sujoyku
I came back to solve it once more with the disambiguating Kropki. This is a fantastic puzzle. Nicely thematic and very approachable at the same time. Thank you very much for setting and sharing, Belamis!

am 3. Juli 2024, 21:05 Uhr von Belamis
Sorry team, it looks like a kropki dot between r6c3 and r7c3 disappeared on me when I republished this.
This puzzle is NOW be fixed.

am 3. Juli 2024, 21:03 Uhr von lordovol
I have the same issue as Kversten, line in boxes 7 and 8 can sum to 9 or 5

am 3. Juli 2024, 16:34 Uhr von sujoyku
Hey Belamis, I am trying to solve your puzzle at the moment. I really like the concept and the logic of the first phase. Now I am running into the same problem that has been discussed. Is there any argument that fixes the line connecting Boxes 7 and 8? I seem to have two viable options.

am 3. Juli 2024, 16:02 Uhr von x3y2z1
What is stopping R8C3 from being 7 and the high digit? Because if you rule that out then the Kropki disambiguates the rest

am 3. Juli 2024, 15:06 Uhr von 1121
Nice sudoku with not too difficult solving. Time 21:29

am 3. Juli 2024, 13:05 Uhr von jo1912
Still struggling to disambiguate:

C3R4 / C4R4

C3R8 / C4R8

C3R9 / C4R9

Might need some help here lol

am 3. Juli 2024, 07:42 Uhr von Belamis
Added dot to disambiguate line between box 7 and 8

Zuletzt geändert am 3. Juli 2024, 07:46 Uhr

am 2. Juli 2024, 23:17 Uhr von fractalminding
I have same problem.. in row 8.
But start of solving was fun and interesting.

Edit:
I picked up one digit with the help of fog. Overall, this Sudoku is cool! I hope you will correct him a little.

Reply: Thanks for the kind words. I had noticed the 5/9 options in my testing, and thought I had resolved this but looks like I hadn't. I will look to find a good solution to this tonight and post a fixed version.
A fixed version has now been published.

Zuletzt geändert am 2. Juli 2024, 22:35 Uhr

am 2. Juli 2024, 21:54 Uhr von Kversten
I'm also stuck at the same line as Alce in comment above

Edit: If I may ask for a hint - so if digits may repeat on a red line, how should I know if the line in the box 7/8 sums to "5" in box 7 or "9" in box 8? (sorry if I'm missing something obvious)

Zuletzt geändert am 2. Juli 2024, 22:06 Uhr

am 2. Juli 2024, 21:46 Uhr von Alce
Hey @Belamis, can digits repeat on the red line? If so, I get stuck in the box 7-8 line.

Reply:
Sorry for the ambiguity - Yep, digits may repeat on a red line.

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