Logic Masters Deutschland e.V.

The Color is Saffron

(Eingestellt am 18. Dezember 2025, 18:40 Uhr von Bharat Kumar gour )

Normal sudoku rules apply. Adjacent digits on a saffron line must have a difference of at least 3. Additionally, digits two cell apart on a saffron line must have a difference of at least 5. For e.g. a 4 cell long saffron line filled “ABCD”, A and B, B and C, C and D will have a difference of at least 3 and the A and C, B and D will have a difference of at least 5. Grey lines are ten sum lines. Digits on each grey line sum to ten. The digit in grey circle is odd.

Sudokupad

Lösungscode: row 4 followed by row 7 without any space

Zuletzt geändert am 18. Dezember 2025, 21:03 Uhr

Gelöst von SKORP17, jalebc, OutOfMyMindBRB, TaeChi
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Kommentare

am 18. Dezember 2025, 21:03 Uhr von Bharat Kumar gour
I hope everything is good now!

am 18. Dezember 2025, 21:01 Uhr von Bharat Kumar gour
Thank you again @tjmas

am 18. Dezember 2025, 20:50 Uhr von tjmas
Follow-up now that I think I understand the rules: the instructions should also be edited to read "Adjacent digits on a saffron line must have a difference of AT LEAST 3"

am 18. Dezember 2025, 20:46 Uhr von tjmas
Follow-up now that I think I understand the rules: the instructions should also be edited to read "Adjacent digits on a saffron line must have a difference of AT LEAST 3"

Zuletzt geändert am 18. Dezember 2025, 20:37 Uhr

am 18. Dezember 2025, 20:35 Uhr von Bharat Kumar gour
Please tell how much you like the puzzle and also tell me the difficulty level should be same, more or less. Thank you all

am 18. Dezember 2025, 20:29 Uhr von Bharat Kumar gour
Thank you @tjmas for pointing that out. Also I have clarified the rule with a bit better example.

am 18. Dezember 2025, 20:13 Uhr von SKORP17
difference of AT Least 3 ???

am 18. Dezember 2025, 19:58 Uhr von tjmas
Should the instructions read "Additionally, digits two cell apart on a saffron line must have a difference of AT LEAST 5"?

Schwierigkeit:3
Bewertung:N/A
Gelöst:4 mal
Beobachtet:0 mal
ID:000QLN

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Lösungscode:

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