Logic Masters Deutschland e.V.

Colors War Sudoku (6x6)

(Eingestellt am 28. August 2022, 11:41 Uhr von AstralSky)

This is a Sudoku variant. The rules are as followed:
1.Normal Sudoku rules apply.
2.Each color have a few territories (a group of consecutive cells). Numbers on the territory represents the "forces" and each territory contains non-repeating numbers. The total force of each territory is same for a color. (Which means, numbers in each region of the same color have the same sum. However, different colors may have different sums.)
3.Rows and Columns are "battlefields". The clue outside grid means if a war broke out between two colors in that row/column, how many forces would have left. Belligerents: Cell color and Clue color. The color of the clue shows the winner. (Example: Green 3,4 + Blue 1 2 5 = Green 7 + Blue 8 = Blue 1, and the clue would be a Green Cell with a Blue 1)
  • White is considered neutral areas thus not considered coloring
  • F-puzzles

    CtC


    Here is also an example.
    Hope you enjoy this puzzle:)

Lösungscode: The 6th row, from left to right

Zuletzt geändert am 13. September 2022, 10:57 Uhr

Gelöst von lsw770770, Johnny 97358, efnenu, Jacsn, Felis_Timon, jsalomon, woz, FischmitFahrrad
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Kommentare

am 7. September 2022, 10:24 Uhr von AstralSky
Hope the ambiguity in rules is now eliminated :)

am 7. September 2022, 10:05 Uhr von AstralSky
Added Links

am 7. September 2022, 09:51 Uhr von AstralSky
A complete rework on the illustration of rules, for better understanding at the puzzle. Updated Visuals
And changed puzzle name.

am 28. August 2022, 12:56 Uhr von AstralSky
@cdwg2000
White is intended as the background for non-colored cell, so it`s not considered coloring

am 28. August 2022, 12:21 Uhr von cdwg2000
@AstralSky

Isn't white considered coloring?

am 28. August 2022, 11:51 Uhr von AstralSky
Added an example image simply to show how the outside hints are calculated and colored

Schwierigkeit:1
Bewertung:N/A
Gelöst:8 mal
Beobachtet:4 mal
ID:000B09

Rätselvariante Neu Arithmetikrätsel

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Lösungscode:

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