Standard sudoku rules apply.
The dots given in the grid are the centers of pointsymmetric galaxies (non-overlapping sets of orthogonally-connected cells). A galaxy must form a line, it cannot branch or cover a 2x2 square. Single-cell galaxies are not allowed. In contrary to a classical galaxy puzzle, not every cell in the grid has to be part of a galaxy. The digits in a galaxy may not repeat.
Consider the first x and last y cells of a galaxy where x is the value of the first and y the value of the last cell. Those x/y cells cannot reach cells outside their galaxy. The number above a dot give the sum of the digits where these groups overlap or the sum of the digits between these groups.
Penpa linkLösungscode: Column 3, Row 8
am 25. Juli 2020, 01:14 Uhr von Yohann
@Madmahogany, @Nylimb Thanks, glad you liked it
am 24. Juli 2020, 13:58 Uhr von Nylimb
Lovely! The different constraints work very well together.
am 24. Juli 2020, 12:36 Uhr von Madmahogany
Very nice idea Yohann!
am 22. Juli 2020, 16:04 Uhr von Yohann
@henrypijames: Thank you :)
@stefliew: of course someone did. I considered using that name too.
am 22. Juli 2020, 06:08 Uhr von henrypijames
Great combination of, and strong interplay between galaxy and battlefield logic.
am 22. Juli 2020, 01:04 Uhr von stefliew
Star Wars! I guess someone made that joke already.
Schwierigkeit: | |
Bewertung: | 98 % |
Gelöst: | 15 mal |
Beobachtet: | 11 mal |
ID: | 0003XK |