Logic Masters Deutschland e.V.

Nikiline #2

(Published on 8. May 2023, 20:48 by Hammer_ofTHOR)

Differences


Rules:
  • Normal Sudoku rules (1-9 in each column, row and box).
  • Cages show the sum of all included digits in the top left corner. Numbers can not repeat in a cage.
  • The numbers located between the highest and the lowest numbers in the row or column must sum to the given values outside the grid.

Additional rules: The Nikiline #2
  • Every seventh number on the Nikiline has to be a 7.
  • The numbers between the sevens along the Nikiline are called spaces. There are three types of spaces: (All digits odd || all digits even || mixed)
  • The same type of space can never be next to each other (separated by a single 7).
  • Each type of space can exist up to 3 times in the puzzle.

  • Example of the Nikiline #2: mixed - (7) - odd - (7) - mixed - (7) - odd - (7) - even - (7) - ...
  • Example in numbers: 1 2 4 3 6 5 - (7) - 1 3 1 5 9 1 - (7) - 1 2 3 4 5 6 - (7) - 9 1 5 9 3 1 - (7) - 2 4 8 2 6 6 - (7) ...

F-puzzles link: Click Here



Sudoku#5. Be kind and have fun

Solution code: row 7: -> 123456789

Last changed on on 9. May 2023, 12:43

Solved by Fizz, asver, nmmc123, laky, Gryllulus, bodemeister, by81996672, lars, KlausRG, dskaff, ThibautV, Ragna, Crul, PippoForte, Felis_Timon
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Comments

on 9. May 2023, 12:43 by Hammer_ofTHOR
Changed the difficulty from hard to easy.

Thank you for your kind comments!

on 9. May 2023, 08:53 by by81996672
Very interesting puzzle, thank you. I agree with others' views, this question is not that difficult indeed.

on 9. May 2023, 08:26 by bodemeister
Cute puzzle and enjoyable solve. Thank you! Agree with laky about the difficulty level.

on 9. May 2023, 07:15 by laky
I think its'difficulty is 2.5-3stars

on 8. May 2023, 22:30 by Fizz
After figuring out the parity I thought I cracked most of the puzzle, but then I realized that's when the puzzle actually 'started'/became more difficult. It was a lot of fun, well done, thank you very much!

Difficulty:3
Rating:84 %
Solved:15 times
Observed:9 times
ID:000DTM

Variant combination New

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Solution code:

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