Star gazing
(Published on 20. February 2022, 22:14 by PetLov)
Normal sudoku rules apply.
In the grid each row, column and box contain two stars.
Stars may not touch each other orthogonally or diagonally.
The digit in a circle represents how many stars that can be seen from that viewpoint in all directions.
The view is obstructed by other viewpoints and by stars.
I.e. a maximum of one star can be seen in each direction.
A viewpoint can never be a star.
In each box the two stars sum to ten.
In the grid each row, column and box contain two stars.
Stars may not touch each other orthogonally or diagonally.
The digit in a circle represents how many stars that can be seen from that viewpoint in all directions.
The view is obstructed by other viewpoints and by stars.
I.e. a maximum of one star can be seen in each direction.
A viewpoint can never be a star.
In each box the two stars sum to ten.
Solution code: Row 5 and column 5
Last changed on on 20. February 2022, 22:33
Solved by Greg, ChaoticGoose, 10feet, Dentones, zorant, bigger, Knitabit, Sktx, misko, cha, StefanSch
Comments
on 14. October 2022, 17:53 by StefanSch
That's fun!
on 21. February 2022, 04:58 by 10feet
A very interesting rule set. Thank you.
Just to be clear, the directions for the circle rule are both orthogonal and diagonal.
on 20. February 2022, 22:33 by PetLov
Added to the rule set:
"A viewpoint can never be a star"
