Logic Masters Deutschland e.V.

Concurrence

(Eingestellt am 31. Mai 2025, 01:34 Uhr von Oddlyeven)

Rules: In each of the four grids, put the digits 1 to 6 once each into every row, column and 2x3 box.
Modifiers: In each grid, one cell in each row, column and box is a modifier cell, and the set of modifier cells contains the digits 1 to 6 once each. Modifier cells are in the same relative position in each grid. For example if R1C1 was a modifier cell in one grid, then it would be a modifier cell in all grids. Each of the following modifier types appears in one of the grids. Which grid contains which modifier type is to be determined.
Negators: The value of a negator cell is equal to the negative of its digit.
Halvers: The value of a halver cell is equal to half of its digit.
Doublers: The value of a doubler cell is equal to twice its digit.
Triplers: The value of a tripler cell is equal to three times its digit.
Cages: Digits in a cage can't repeat. Values in a cage add to the total in the upper left corner of the cage. Some totals have been replaced with letters. Cages with the same letter have the same total. Cages with different letters have different totals.

Links:
SudokuPad: https://sudokupad.app/zqz141xelm

Lösungscode: The cage totals for the B, D, F and H cages, in order, no spaces.

Zuletzt geändert am 31. Mai 2025, 10:04 Uhr

Gelöst von ClashCode, SKORP17, killer_rectangle, AKernel, bansalsaab, mayiyang, lzjsy, blueberrypug, karlmortenlunna, tuoni2, MathGuy_12, OGRussHood, steeto, peacherwu2, Uhu
Komplette Liste

Kommentare

am 11. Juni 2025, 23:46 Uhr von MathGuy_12
Fantastic puzzle, really well set with some really satisfying steps along the way!

am 31. Mai 2025, 10:04 Uhr von Oddlyeven
Updated link to correct puzzle.

Zuletzt geändert am 31. Mai 2025, 10:06 Uhr

am 31. Mai 2025, 05:28 Uhr von killer_rectangle
Could you please change the SudokuPad link? It appears to link to a different puzzle.

Updated. Sorry about that - Oddlyeven.

Schwierigkeit:5
Bewertung:92 %
Gelöst:15 mal
Beobachtet:3 mal
ID:000NLQ

Variantenkombination Online-Solving-Tool Mehrgitterrätsel

Lösung abgeben

Lösungscode:

Anmelden