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Minesweeper Sudoku

(Published on 26. June 2020, 05:45 by Olshaw)

In every 3x3 box the 1/2/3 are next to 1/2/3 mines adjacent to them in their box. The little killer and cages function normally except that they only add the numbers that land on the mines. There are only 3 mines in each box. The 1/2/3 are not on mines.

Solution code: Column 4 of the finished grid from the top to the bottom

Last changed on on 6. July 2020, 00:33

Solved by NikolaZ, RockyRoer, zorant, zhergan
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Comments

on 6. July 2020, 00:33 by Olshaw
Error on solution code

on 2. July 2020, 00:10 by Olshaw
If you are stuck with nothing, there is a solve on https://puzzling.stackexchange.com/questions/99469/a-minesweeper-sudoku

on 28. June 2020, 17:02 by Olshaw

Little killers the numbers can repeat
Killer cages the numbers cannot repeat (also numbers not on mines cannot repeat)

on 27. June 2020, 15:55 by henrypijames
Wait! Can digits repeat within a cage? Can they repeat along diagonal little killer lines?

I just realized that I might have wasted a lot of time staring at the puzzle simply because the rules aren't stated explicitly. "Little killer and cages function normally" really doesn't mean much, especially to people who haven't done a lot of them.

on 26. June 2020, 14:12 by Olshaw
Only three. And as the same as minesweeper, diagonally is allowed.

on 26. June 2020, 14:10 by Olshaw
Added tag

on 26. June 2020, 11:45 by Rollo
Plaese add sudoku icon.

on 26. June 2020, 08:28 by stefliew
@henrypijames

There are exactly 3 mines in each box. Each box is an isolated minesweeper field - the digits 1, 2, 3 within each box act as minesweeper clues (they can see 1 cell orthogonally or diagonally adjacent to them) and can only see the 3 mines within their own box. (They cannot see mines from other boxes.)

Last changed on 26. June 2020, 07:54

on 26. June 2020, 07:45 by henrypijames
Are there "only 3 mines" (as in: no more but possibly less) in each box, or always exactly 3?

And "adjacent" can be both orthogonally or diagonally, like in Minesweeper, right?

Difficulty:5
Rating:N/A
Solved:4 times
Observed:9 times
ID:0003QV

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