Logic Masters Deutschland e.V.

What an Odd Sight (Parity Sight Lines)

(Eingestellt am 17. Februar 2025, 22:48 Uhr von damo_89)

Setting with a new constraint to me, parity sight lines. Consensus testing estimate was 2 stars for difficulty, and please be aware of the negative constraint. Good luck!

  • Normal sudoku rules apply: Place the digits 1 to 9 once each in every row, column and 3x3 box
  • Parity Sight Lines: (see below for an example)
    • A digit in a circle is odd and counts the number of odd digits that can be seen in all orthogonal directions combined, including itself. Even digits block the view
    • A digit in a square is even and counts the number of even digits that can be seen in all orthogonal directions combined, including itself. Odd digits block the view
    • ALL circles and squares are given

Play on Sudokupad

If you are not familiar with sight lines, hopefully this image helps explain:

  • The 5 in the circle sees itself, 7 in its row, 9 in its column, and the pair of 1s in its row and column. It does not see any of the 3s as the 3s are either blocked by even digits, or not in the same row/column as the 5
  • The 4 in the square sees itself, a 2 and two 6s
  • The 1 in the circle sees no other odd digits as the even digits block view, so it only sees itself

Lösungscode: Row 9


Gelöst von anton_anton, mellowrobinson, RickiFerrara, MouseDragons, mathpesto, Joyofrandomness, gdc, Calesch, koenik, Nylimb, 9Rookienumbers, Jagga, WarriorKitten, Piff, jcgodart, Fizz, Guillem98, redgecko, jimhorse, samuel1997, cbjenkins, gotem, chis_r, ImperfectRainn, Montikulum
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Kommentare

am 18. Februar 2025, 11:32 Uhr von Fizz
Very fun puzzle with carefully placed hints throughout. Thanks!

am 18. Februar 2025, 11:20 Uhr von jcgodart
Very nice. Note to myself : remeber the rules till the end ! I forgot the negative constraint but could solve most of it, nevetheless. FWIW, placing a circle in r8c3 would turn it into puzzle with a unique (different) solution, not requiring a negative constraint.

am 18. Februar 2025, 10:26 Uhr von 9Rookienumbers
Lovely puzzle. A perfect 2* puzzle: I found the break-in after quite some time, but after that it flew really nicely

am 18. Februar 2025, 03:45 Uhr von gdc
Didn't look like a 2* ruleset at first but really smooth and approachable execution. Thanks for a fun puzzle!

am 18. Februar 2025, 02:05 Uhr von mathpesto
Had a lot of fun with this one, and was surprisingly approachable!

am 17. Februar 2025, 22:50 Uhr von damo_89
Although this constraint was new to me, I imagine it has been used before - would love to see previous puzzles using this constraint if anyone can point me towards them.

Schwierigkeit:2
Bewertung:100 %
Gelöst:25 mal
Beobachtet:0 mal
ID:000M2A

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Lösungscode:

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