Logic Masters Deutschland e.V.

Parity Patrol 101

(Eingestellt am 18. Oktober 2025, 15:52 Uhr von Killer Joe)

Click image to play in SudokuPad

Hello.


Normal Sudoku rules apply.

Digits in a cage sum to the number given in its corner. Digits may not repeat within a cage.

In any row or column, no more than two consecutive digits may have the same parity (i.e., be both odd or both even).

Example:

A sequence such as 2–4–5–7 is valid but 2–4–6–3 is not valid since three even digits appear consecutively.


Have fun.

Lösungscode: Row 9, first 6 digits.

Zuletzt geändert -

Gelöst von Greg, keenbowl, arbitrary, BULL-TT, jalebc, SKORP17, Iluvsodah, RedBarchetta, armin-k1, palpot, micjo, cmigas, Uhu, Qodec, taco.bella, supersim2000, ana_shadow, johnreid, jordanza, apendleton, ... erkiraak, ignigomoreno, Shmartus, sorryimLate, Frank Puzzles, bboom, cwill, pepe74287, mew_rocks, tim_vermeulen, OhHeyGuysItsMax, diziet, Jen118266, unlogical, abinchen, redfoot, Glonko, Kavvy
Komplette Liste

Kommentare

am 24. November 2025, 15:49 Uhr von bboom
Nice puzzle, and a fun constraint.

You could consider a different wording for the parity restriction for future puzzles: "Any horizontal or vertical set of three adjacent digits should contain at least one even and one odd digit". It is effectively the same, but feels a bit more similar to things like yin-yang shading, and might parse a little easier.

am 21. Oktober 2025, 04:53 Uhr von silent_rob
Thanks for the lovely puzzle - I really enjoyed it! This was my first puzzle with this ruleset and it was fun to work out the logic throughout.

am 20. Oktober 2025, 04:58 Uhr von JigzSter
Great puzzle! Parity shading definitely pays off in this one!

am 19. Oktober 2025, 21:24 Uhr von randomra
Very enjoyable with steady difficulty throughout!

am 19. Oktober 2025, 10:52 Uhr von Fra314
Wonderful, full of neat deductions!

am 19. Oktober 2025, 06:08 Uhr von puzzlelad
Great puzzle! Thanks Joe

Schwierigkeit:2
Bewertung:97 %
Gelöst:197 mal
Beobachtet:1 mal
ID:000PR8

Lösung abgeben

Lösungscode:

Anmelden