Kropki-Inseln, Teil 3
(Published on 31. March 2020, 15:00 by pirx)
Rules Nurikabe:
Shade some empty cells black so that all black cells (water) are orthogonally connected with each other, but no 2×2 group of cells is entirely shaded black.
Orthogonally connected areas of white cells form islands. Different islands may only touch diagonally.
Shade some empty cells black so that all black cells (water) are orthogonally connected with each other, but no 2×2 group of cells is entirely shaded black.
Orthogonally connected areas of white cells form islands. Different islands may only touch diagonally.
- A white dot means that two islands touch diagonally, and the difference of their sizes (in cells) is one.
- A black dot means that two islands touch diagonally, and one of their sizes is double the value of the other island.
- All possible dots are given.
Solution code: Row 10 from left to right, column 10 from top to bottom. S for shaded cells, W for white cells.
Last changed on on 31. March 2020, 18:09
Solved by zuzanina, uvo, Dandelo, Puzzle_Maestro, Zzzyxas, skywalker, Joe Average, Statistica, NikolaZ, rob, karzym, ManuH, Ours brun, Julianl, Alex, tuace, Realshaggy, ffricke, ch1983, marcmees, moss, Nylimb, sf2l, zorant, kishy72, matter, pin7guin, amitsowani, Toastbrot, en-passant, misko, johnyzzh
