Showing posts with label Nurikabe. Show all posts
Showing posts with label Nurikabe. Show all posts

Friday, 23 April 2010

The Ye Gods of Interviews






Why Ye Gods I hear you say? Well it's simple really, who hasn't at any time gone into an inverview at any time and thought "Ye Gods!" There you go!

Moving swiftly on! A few special puzzles here for you today, in order a nurikabe, a heyawake, a fillonimo and an extra regions sudoku, all with their own unique concept! The extra regions having both the traditional 3x3 grids and it's own "colour coded" areas!

Author's note, The symetry down the one diagonal of the nurikabe is entirely accidental originally i just went for the 12345 series down the digonals but it wasn't until I'd finished I noticed it was diagonally symetrical, so I suppose I can't claim that one!

Thursday, 11 March 2010

Nurikabe - Now in bite size!


Day four, still struggling? Well you will be with this one let me tell you. It's a nurikabe, a nurikabe with a nasty trail. S'all I'm gonna say about it 'cept the usual good luck solving it!

Friday, 26 February 2010

4 Puzzles For The Price of 1







Well, it's true I could have put them in seperate posts, but ah... what the hey, here it is 4 puzzles in 1 post happy puzzling!
By the way if you're wondering it goes Sudoku, Nurikabe, Heyawake, Fillomino!

Friday, 12 February 2010

A 10x10 Nurikabe, how hard could it be?



A lot is the answer to that rhetorical question, especially if you solve it using the traditional method.

I seriously mean this, good luck!

Monday, 25 January 2010

Attack of the Nurikabe




I have a treat for you, a nice 18x18 nurikable with some very nice logic and no shortcuts past it, try this one on for size!

Wednesday, 20 January 2010

Second puzzle, it's a Nurikabe!


Well here's my second puzzle, not sponsored by the number 2, this one only contains 1s, 3s and 4s. Still It's a nice starter to Nurikabe so for those of you infamiliar to Nurikabe here the rules and a simple example.


Enjoy!

Rules for Nurikabe

Rules for Nurikabe are as follows,

Each area contains one number
The size of the area is equal to the number in it
Areas can only touch diagonally
Black cells are all connected
Black cells cannot form a 2x2 square