Featured Puzzle – Hashi #4
Connect all of the numbered islands into a single group, using a series of bridges. No more than two bridges may connect any pair of islands.
Featured Puzzle – Mirror Akari #2
It’s the spooky season, and what’s more spooky than a darkened hallway? Place jack o’lanterns to light up every cell in the grid. Use the mirrors to your advantage.
Featured Puzzle Akari (Light Up) #4
Place light bulbs in the grid in such a way to illuminate all of the unlit cells in the grid, using number clues and walls. Numbers on the walls indicate how many bulbs are placed orthogonally adjacent to them. Walls also block light.
Featured Puzzle: Akari (Light Up) #1
Place light bulbs in the grid in such a way to illuminate all of the unlit cells in the grid, using number clues and walls. Numbers on the walls indicate how many bulbs are placed orthogonally adjacent to them. Walls also block light.
Featured Puzzle: Akari (Light Up) #2
Place candles in the grid in such a way to illuminate all of the unlit cells in the grid, using number clues and walls. Numbers on the walls indicate how many candles are placed orthogonally adjacent to them. Walls also block light.
Featured Puzzle: Akari (Light Up) #3
Place light bulbs in the grid in such a way to illuminate all of the unlit cells in the grid, using number clues and walls. Numbers on the walls indicate how many bulbs are placed orthogonally adjacent to them. Walls also block light.
Featured Puzzle: Arukone (Number Pairs) #1
Connect each pair of numbers in the grid. Lines travel orthogonally through cells, and may not cover a 2×2 area.
Featured Puzzle: Arukone (Number Pairs) #2
Once again, the ancestors seek connection for Dia de los Muertos. This time, they appear in pairs. Connect each pair of skulls with lines.
Featured Puzzle: Arukone (Number Pairs) #3
Oh, the weather outside is frightful… Connect each pair of identical snowflakes with orthogonal paths.
Featured Puzzle: Arukone (Number Pairs) #4
A traditional gift for Valentine’s Day is a bouquet of flowers, usually roses. Rather than gathering a bunch of identical flowers, I thought it would be more interesting to match up pairs of flowers. Connect each pair of identical flowers with orthogonal paths.