Logic Masters Deutschland e.V.

Stretches of 3

(Eingestellt am 21. Mai 2023, 00:35 Uhr von Syhill)

This is my first puzzle, so forgive me if it's too easy or if I'm not using these lines' logic to their fullest degree.

Place the digits 1-6 in every row, column, and box. Clues outside the grid indicate the sum of the digits along the indicated diagonal. For all overlapping stretches of 3 cells connected along a line, the 2 lowest digits in that stretch must sum to the 3rd remaining digit in any order. Digits on the lines can repeat. The sum cell does not necessarily have to be the same for intersecting stretches of 3 cells: each stretch functions independently. For example, 1 in r1c4, 3 in r2c4, 2 in r3c4, and 5 in r4c5 satisfies the line because in the stretch r1-3c4, 1+2=3 (the middle cell of a stretch can be the sum), and in the stretch r2-3c4

CTC
Fpuzzles

Example of valid combination: 6154132532112352314516

Lösungscode: Negative diagonal (top left r1c1 to bottom right r6c6) then positive diagonal (top right r1c6 to bottom left r6c1)

Zuletzt geändert am 21. Mai 2023, 03:03 Uhr

Gelöst von Eclectic_Hoosier, Crusader175, Jlrice2, SSG, cmb, mse326, madhupt, juventino188, fjam, SKORP17, geronimo92, Wunderbun, medains, DiMono, Uhu, michaal94
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Kommentare

am 7. Juni 2023, 22:53 Uhr von DiMono
Very easy to go wrong on this one. Tricky!

am 21. Mai 2023, 03:27 Uhr von Syhill
2. The random palindrome is an example of how the line works

am 21. Mai 2023, 03:10 Uhr von Syhill
2. The random palindrome is an example of how the line works

am 21. Mai 2023, 03:05 Uhr von Syhill
Yea that's what I meant, I'm too used to 9x9 sudokus

am 21. Mai 2023, 03:03 Uhr von Syhill
Fixed silly mistake

am 21. Mai 2023, 03:03 Uhr von RockyRoer
Do you mean the numbers 1-6 in every row column or box?

am 21. Mai 2023, 02:54 Uhr von RockyRoer
Why do you have a random palindrome under the description of the puzzle?

am 21. Mai 2023, 01:56 Uhr von Syhill
I added

Zuletzt geändert am 21. Mai 2023, 01:56 Uhr

am 21. Mai 2023, 01:50 Uhr von Syhill
Added neu tg

Schwierigkeit:4
Bewertung:88 %
Gelöst:16 mal
Beobachtet:2 mal
ID:000DXP

Neu Klein Folge

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Lösungscode:

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