Featured Puzzle: Hashi #1 – Spiders!
Creepy crawlies are invading! Weave a web to connect them all!
Connect all of the numbered spiders into a single group, using a series of web strands.
Featured Puzzle: Hashi #2
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: Hashi #3
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: Hashi #5 – Cobwebs
A cluster of spiders looked at each other from their separate webs, and agreed that they could catch far more food if they worked together. So they decided to connect their webs. This unique species has numbers on their backs, which limits how many web strands they can weave. Can you help them catch dinner?
Featured Puzzle: Herugolf #1 – Happy Golfer’s Day!
Happy Golfer’s Day! While there are a few different holidays celebrating the game scattered throughout the year, today honors the players of the game. To celebrate, let’s play a round with a Japanese puzzle called Herugolf! Hit the balls around the grid until each of them lands in a hole – but which one?
Featured Puzzle: Heyawake #1
Shade cells in each region equal to the number given. If a region has no number, it may have any number of shaded cells, including zero. The remaining unshaded cells must form a single orthogonally contiguous area.
Featured Puzzle: Heyawake #2 – A Grave Plot
As a beginning necromancer, you’ve been working to influence the planning board for the local graveyard. If you can get the grave layout just right, you’ll be ready to take over the world!
Featured Puzzle: Heyawake #3
Shade cells in each region equal to the number given. If a region has no number, it may have any number of shaded cells, including zero. The remaining unshaded cells must form a single orthogonally contiguous area.
Featured Puzzle: Heyawake #4
Shade cells in each region equal to the number given. If a region has no number, it may have any number of shaded cells, including zero. The remaining unshaded cells must form a single orthogonally contiguous area.
Featured Puzzle: Hiroimono #1
Can you gather all the stones from this grid? Choose any stone to start, and number them in the order you pick them up.