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Questions tagged [grid-deduction]

Puzzles such as Sudoku or Kakuro, where the final state of a pre-existing grid must be deduced logically through clues placed within and/or around the grid. Use with the [logical-deduction] tag. For puzzles where you are given a list of clues which can be used to compose a grid to solve them logically, use the [logic-grid] tag instead.

0 votes
1 answer
84 views

Rules to fill out the grid: I must use 3 of each symbol in each row, and in each column. I cannot use 3 consecutive identical symbols (horizontally or vertically). A solid border indicates that the ...
Improve's user avatar
  • 1,429
2 votes
4 answers
317 views

LinkedIn's Queen #564 (HARD difficulty) I am watching the commentary of today's Queen puzzle (a 1* Star Battle puzzle), given that I complete it in about 2 minutes. But one thing I don't quite ...
Hector Lai's user avatar
1 vote
1 answer
472 views

I’ve been working on the following Nonogram and got stuck partway through. I’d like to continue logically rather than by guessing, but I’m not sure what the next forced step is. Here is my current ...
Taran's user avatar
  • 19
2 votes
1 answer
184 views

The last number of months I have been reading about numerous ways on how to solve Sudokus. So far I am familiar with obvious and hidden singles, obvious, hidden and pointing pairs, obvious, hidden and ...
Anonymous196's user avatar
18 votes
3 answers
2k views

Netwalk (and other names) is a puzzle game with randomly generated "networks" consisting of computers (nodes), a source node, and connectors (either a straight through pipe, a right-angled ...
Canadian Luke's user avatar
6 votes
0 answers
186 views

Some background first. The gimmick for this puzzle was inspired by a recent puzzle in a mathematics discord. As part of solving that problem I learned how to use a SAT Solver to generate cases. During ...
OmnipotentEntity's user avatar
7 votes
2 answers
526 views

In the following Slitherlink, where you need to make one unbroken loop over the grid with the number in each cell matching the number of edges around that cell, I noticed that the 3-2-2-1 2x2 box at ...
justhalf's user avatar
  • 6,726
12 votes
2 answers
591 views

Place a nonzero digit into some of the white cells of the grid. Shaded cells must remain blank. No digit can repeat in a row or column. In each row, the sum of the digits must be equal to some fixed ...
Bayesian Hat's user avatar
9 votes
1 answer
509 views

This is another Minesweeper puzzle in a series I've created. I am the author of this puzzle. I wrote the code that creates it, and as far as I can tell it is my own invention, obviously based on the ...
Truej's user avatar
  • 1,117
6 votes
1 answer
256 views

Fill each empty square with a number so that every row, every column and every irregularly shaped region contains all the numbers 1, 2, 3, 4 and 5 each exactly once. If you enjoyed this puzzle, you ...
Will.Octagon.Gibson's user avatar
5 votes
1 answer
219 views

The Minesweeper Puzzle nobody was asking for is back! Rules: All standard Minesweeper rules apply. All cells with a clue of 0, 1, 5, 6, 7, and 8 are revealed All possible Gray flags are revealed. ...
Truej's user avatar
  • 1,117
5 votes
1 answer
371 views

Rules of Yin-Yang: Fill each empty cell with either a black circle or a white circle. All white circles should be orthogonally connected, so do all black circles. There may not be any 2x2 cell region ...
Mil's user avatar
  • 151
5 votes
1 answer
306 views

In Slitherlink, you are supposed to make one single loop over the edges of the grid, while each cell has a specified number of edges which are part of the loop. If there is no number then it is free. ...
justhalf's user avatar
  • 6,726
0 votes
2 answers
399 views

Am I right that nothing can be done here?
oleedd's user avatar
  • 321
3 votes
2 answers
348 views

What next (for a new line) if without backtracking? I am more interested in moves which allow to continue solving. It looks like diagonal deductions are exhausted. A link to it for interactive play. ...
oleedd's user avatar
  • 321

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