Logic Masters Deutschland e.V.

Unforeseen Consequences

(Published on 25. October 2024, 21:00 by XeonRisq)

  • Divide the grid into nine regions and place a digit from 1-9 in each cell such that digits do not repeat in any row, column, or region.
  • Positional Cave Clues : In each region, only one cell can occupy a location to see the most cells in its region (cells see in the four orthogonal directions, including itself, where region borders obstruct view); likewise for the least cells in its region.
  • It is to be determined by the solver whether squares represent the maximum or minimum position; circles will represent the other. (these cells can be any digit; they are not required to represent how many cells are seen)
  • Numbers outside the grid represent a sum of digits between two sequential region borders in its associated row or column. (The edge of the grid is considered a region border)

  • Below demonstrates how the Positional Cave Clues work :



  • SudokuPad link - link to solve puzzle below

Solution code: Row 9 followed by Column 6

Last changed on on 26. October 2024, 16:35

Solved by Elliott810, SeveNateNine, marcmees, Sniglett, jkuo7
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Comments

Last changed on 27. October 2024, 14:36

on 27. October 2024, 06:15 by Sniglett
Really cool stuff here, lots of stuff going on globally to think about
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Thanks for the solve and the endorsement. There are some things to discover in this one, thrilled you were able to uncover them!

Last changed on 27. October 2024, 09:53

on 27. October 2024, 00:02 by marcmees
Challenging construction. Amazing puzzle. Thanks a lot.
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Appreciate the solve, and thanks for the feedback. Hope you got some enjoyment even though it proved to be challenging..

Ofcourse :-)

Last changed on 26. October 2024, 22:25

on 26. October 2024, 18:51 by SeveNateNine
Awesome puzzle!
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Thanks for the praise and taking the time to solve the puzzle. Hope you enjoyed!!

Last changed on 26. October 2024, 18:35

on 26. October 2024, 17:32 by Elliott810
Finally it worked:) So again: brilliant puzzle and thanks:)
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Sorry about that oversight, silly mistake on my part.
Appreciate the kind words and really glad you enjoyed the puzzle!

Difficulty:4
Rating:N/A
Solved:5 times
Observed:4 times
ID:000KG2

Variant combination Online solving tool

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Solution code:

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