Logic Masters Deutschland e.V.

Kaleidoscope

(Eingestellt am 8. April 2026, 06:49 Uhr von Scojo)

Rules:
  • Deconstruction Sudoku: Locate 9 3x3 regions within the grid and fill those regions with the digits 1-9 so that digits do not repeat within a row, column, or region. Cells not within a region do not contain digits, and are ignored when considering the following rules.
  • Any digits in a circle are odd, and each circle contains an odd number of digits.
  • Any digits in a square are even, and each square contains an even number of digits (0 is an even number).
  • Triangles may contain any amounts of even and odd digits.
  • The sum of the digits in any shape is a multiple of the number of digits in that shape.
  • Any cell that is partially or fully within a shape is considered to be in that shape.

Solve in SudokuPad

Lösungscode: All digits in row 4

Zuletzt geändert am 8. April 2026, 10:08 Uhr

Gelöst von onlainari, lars, Andrewsarchus, jwsinclair, SennyK, SKORP17, zeniko, mellowrobinson, gdc, deltameth, widjo, Isael, kehan628, SimiC, Piff, AAAAAAAAAAAAAAAAAAA, Clara123, henrypijames, Crusader175, Bellsita, samjna0049, dorverbin, stranac
Komplette Liste

Kommentare

Gestern, 06:49 Uhr von Crusader175
Fun puzzle!

am 8. April 2026, 22:05 Uhr von zeniko
That‘s a elegantly looking arrangement of shapes, which slowly but steadily guide through the puzzle. Thanks for sharing.

am 8. April 2026, 19:17 Uhr von SennyK
Great puzzle, I love positions of given digits! :-)

am 8. April 2026, 16:51 Uhr von jwsinclair
Enjoyed this a lot :) Really makes the most of a (relatively) simple ruleset

am 8. April 2026, 11:11 Uhr von onlainari
I struggled with the first half of this puzzle, I think I counted the number of evens or odds in a hypothetical row or column dozens of times to find contradictions. I probably missed some logic that constructs the 9 3x3 faster.

am 8. April 2026, 10:08 Uhr von Scojo
Clarified rules

Schwierigkeit:4
Bewertung:93 %
Gelöst:23 mal
Beobachtet:1 mal
ID:000S8D

Variantenkombination Online-Solving-Tool

Lösung abgeben

Lösungscode:

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