# Nurikabe

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Nurikabe is a logic puzzle with a bit complicated rules and challenging solutions.

The rules are not so simple. :)
You have a grid of squares Some cells of the grid start containing numbers. The goal is to determine whether each of the cells of the grid is "black" or "white" (Islands in the Stream calls these "water" and "land" respectively). The black cells form "the nurikabe" (Islands in the Stream calls it "the stream"): they must all be orthogonally contiguous (form a single polyomino), number-free, and contain no 2x2 or larger solid rectangles (Islands in the Stream calls such illegal blocks "pools"). The white cells form "islands" (which is where Islands in the Stream got its name): each number n must be part of an n-omino composed only of white cells. All white cells must belong to exactly one island; islands must have exactly one numbered cell. Solvers will typically shade in cells they have deduced to be black and dot (non-numbered) cells deduced to be white.
Left click on a square to make it black. Right click to mark with dot. Click and drag to mark more than one square.

Video Tutorial

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MO3
1.mediteran13
41
01:00.71
2.FAlin
104
01:07.18
3.bearn
55
01:27.14
4.a979453451
83
01:54.11
5.Bandit
41
01:59.30
6.sfumato
68
02:09.32
7.Luisma Suarez Menendez
50
02:38.94
8.Steven Steinsaltz
50
02:52.51
9.million
34
02:57.44
10.Dunnowhattodo
54
03:28.87
AO5
1.mediteran13
41
01:03.67
2.FAlin
104
01:21.07
3.bearn
55
01:35.49
4.sfumato
68
02:09.32
5.a979453451
83
02:09.95
6.Bandit
41
02:15.55
7.suuperch
60
02:40.09
8.NoahR
105
03:28.99
9.Beercules!
53
03:30.54
10.moonbeam99
67
03:42.68
AO12
1.FAlin
104
02:52.23
2.NoahR
105
05:45.07
3.moonbeam99
67
06:52.88
4.axu6822
44
08:45.51
46
08:57.73
6.Dunnowhattodo
54
11:46.70
7.satyreyes
54
17:46.17
8.Serpens Solidus
47
21:38.75
9.LandC
95
1:42:18.38
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* MO3 - Mean of 3. The average of 3 consecutive times.
AO5 - Average of 5. The average of 5 consecutive times ignoring the highest and the lowest.
AO12 - Average of 12. The average of 12 consecutive times ignoring the highest and the lowest.
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