Logic Masters Deutschland e.V.

Galaxy Minesweeper Sudoku

(Eingestellt am 12. November 2021, 23:31 Uhr von Will Power)

Schreibe in jede leere Zelle eine Zahl von 1 bis 9, so dass in jeder Zeile, Spalte und 3x3-Box jede Zahl genau einmal vorkommt. Eine Zelle erfüllt die Minesweeper-Bedingung, wenn die Zahl in der Zelle der Anzahl der Minen (rosa gefärbten Zellen) in den 8 angrenzenden Zellen und der Zelle selbst entspricht. Es existieren anschließend vier Pfade (Spiralarme) aus orthogonal oder diagonal angrenzenden Zellen, die die Ziffern von 1 bis n in aufsteigender Reihenfolge enthalten und alle die Minesweeper-Bedingung erfüllen. Alle Pfade enden in der zentralen 3x3-Box in den Feldern mit der 5, 6, 7 bzw. 8.

F-Puzzles

Lösungscode: Zeile 6 und Spalte 8, keine Leerzeichen.

Zuletzt geändert am 18. August 2022, 17:38 Uhr

Gelöst von stealthg0d, Dandelo, cmb, Tom Bombadil, Ceedrich, -Tsigje-, zrbakhtiar, syyyth, Jodelbanane, Montikulum, greyden, bolgat, tobymgk, PuzzleDoubt
Komplette Liste

Kommentare

am 28. März 2024, 00:12 Uhr von Will Power
@PuzzleDoubt @tobymgk @bolgat Thanks so much for completing Galaxy Minesweeper Sudoku. The puzzle is now rated. I hope you liked it. -Will Power

Zuletzt geändert am 25. März 2024, 20:36 Uhr

am 25. März 2024, 15:33 Uhr von PuzzleDoubt
I still don't quite understand the ruleset. wouldn't the 3 pink cells in boxes 7 & 8 all be 3 since they all see the same 3 cells, including themselves?

@PuzzleDoubt The sole purpose of the pink cells is to find 4 separate paths that are continuous and consecutive. Multiple cells MAY have the same pink count, but only one will lead to the continuous path on that galaxy arm. In your example, find where the 1, 2 and 4 must be to determine which cell gets the 3. Thanks for playing. -Will Power

That helped! Thanks for the clarification!

Zuletzt geändert am 29. März 2023, 11:50 Uhr

am 29. März 2023, 08:55 Uhr von Montikulum
The ruleset is a bit convoluted but I found the idea very original - deserves more solvers and ratings!

@montikulum Thanks so much for digging into some of my past puzzles. If you are looking for outside the box thinking, you may want to try "The Great Escape", then "The Great Escape II', "County Fair", "Anti Kropki Dot Sudoku", and "Animal Farm". For ones people tended to like, due to familiarity with the ruleset, try any of mine with the word "Stickman" in the title. Have a great day. -Will Power

am 13. November 2021, 23:20 Uhr von Will Power
The cages are to show the numbers outside the center box that were given at the start. The original rule set said to ignore these in the beginning of the puzzle, but may have confused some people. In the new rule set, I still wanted to set them apart because it might not be the goal of the galaxy arms to try to include them.

am 13. November 2021, 18:08 Uhr von Will Power
Thanks to Dandelo for a clearer rule set and German translation.

Zuletzt geändert am 13. November 2021, 10:52 Uhr

am 13. November 2021, 10:51 Uhr von Will Power
To henrypijames: See that the 9 in the center of the grid sees all 9 pinks around it, including itself. There is only one cell in the center box that sees exactly 8 pink cells out of 9 possible. That is the 8. One chess king's move away from the 8 in the center box, there is only one cell that sees 7 pink cells. Label that 7. Continue moving 1 king's move and reducing the number by 1. The arm that begins with the 8 is the simplest one.

am 13. November 2021, 10:37 Uhr von Will Power
To all: If you ever played Minesweeper on your computer, the numbers that appear when you select a cell tell you how many mines are within a king's move of that cell. In this game, I have shown you all the mines in pink, and I use the same concept to reveal the sudoku numbers on the grid. Think of this as Minesweeper, in reverse.

Schwierigkeit:3
Bewertung:89 %
Gelöst:14 mal
Beobachtet:5 mal
ID:00088N

Rätselvariante Online-Solving-Tool

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Lösungscode:

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