DJ Ape .Net – The Home of Perfect Sudoku

For some reason I haven’t really paid much attention to one very popular variant of Sudoku puzzles – Jigsaws. Well, that’s changed. I have now implemented Jigsaw Sudoku into my software and I will now start posting these puzzles often.

As always, I don’t just create an ordinary puzzle. I have combined this with another recent addition to my portfolio of Sudoku variants – Windoku (Hyper Sudoku).

So, today you get my first ever Jigsaw Windoku X!

Download the puzzle by clicking on this thumbnail:

solution – final

Comments?

Here is another unique puzzle – Non-Consecutive Killer Sudoku. If you ignore the non-consecutive rule, this puzzle has many solution. So, you must be careful not to place any two consecutive numbers next to each other! Then, the puzzle has a unique solution.

Download the puzzle by clicking on this thumbnail:

solution – final

Enjoy!

Ok, some of you thought that my previous invention was “nice” or even “very cool”, but some also thought that it was “really easy” and “not a challenge”.

So I have to keep inventing new stuff. I quickly checked the web and couldn’t find this variation. If you’ve already seen it, please let me know.

For the first time on this site, I’m presenting you with a HYPER Sudoku (aka Windoku) puzzle. There are 4 extra nonets which must obey the good old rules of Sudoku. Since many other authors are already creating this, I’ve prepared something special for you. A Hyper (Windoku) Samurai Sudoku puzzle. Since Samurai are 5-in-1 Sudoku and in each Sudoku you have 4 extra nonets, in this one you have 20 extra nonets to take care of!

Download the puzzle by clicking on this thumbnail:

solution – final

Have fun and let me know what you think!

Here is something brand new – an Odd/Even Killer Sudoku puzzle. If you ignore the odd/even part, this puzzle has many solution. So, you must use the grey cells (and not only those in your head) in order to solve this one.

Important: Cells with shaded background must contain ODD numbers, other cells must hold EVEN numbers.

Download the puzzle by clicking on this thumbnail:

Enjoy!