Logic Masters Deutschland e.V.

Tulip (Speckled Bands)

(Published on 2. February 2025, 05:59 by Sniglett)

Divide the grid into non-branching non-looping regions (snakes) of at least two colors. No 2x2 area is contained within one region. Four different regions cannot meet at the same corner.

If a number clue appears within a region, it denotes the product of the sizes of each color group within that region. Separate instances of the same color within a region count as new groups. Not all regions need to contain a number.

Solve on Penpa+

Solve on Sudokupad (No solution check)

Solution code: Quantity of vertical region borders in each row (disregard grid edges). 7 Digits.

Last changed on on 3. February 2025, 02:06

Solved by SeveNateNine, The Book Wyrm, marcmees, GrumpyMan, Donatello_86 , Sotehr, roflsalot
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Comments

on 3. February 2025, 02:06 by Sniglett
Cleaned up rules.

Last changed on 2. February 2025, 12:23

on 2. February 2025, 12:16 by marcmees
Q: Does every snake contains a given digit?

A: No, but unclued regions will still need to be snakes of 2+ color groups to be valid regions.

Difficulty:2
Rating:N/A
Solved:7 times
Observed:0 times
ID:000LUF

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