Inspired by Nikoli puzzles and other puzzle makers, here is another puzzle blog with puzzles that can be solved using nothing but logic.
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Showing posts with label Chocona. Show all posts
Showing posts with label Chocona. Show all posts
Wednesday, January 26, 2011
Monday, January 24, 2011
Chocona Rules
I think this puzzle shows some promise to be an interesting puzzle type. I like how the logic seems to work more towards "Where can't the black squares go?" rather than "Where can the black squares go?" It works thusly:
Check out the sample below.
- Some of the cells must be painted black. A number in a heavily bordered region indicates how many cells in that region must be painted black. A region with no number can have any number of black cells, including zero.
- The black cells must create only rectangular or square areas.
- The rectangular areas may include cells from different regions, and most likely will.
- Two different rectangular areas may not touch along edges. They may touch at corners, though. (Thanks, Marcin, for pointing out this missing rule.)
Check out the sample below.
You'll note that there is no requirement for all the painted cells in any particular region to be connected.
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Chocona
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