Featured Puzzle: Arukone (Number Pairs) #3
Oh, the weather outside is frightful… Connect each pair of identical snowflakes with orthogonal paths.
Oh, the weather outside is frightful… Connect each pair of identical snowflakes with orthogonal paths.
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.
Use the clues to locate the given fleet on the grid. Ships may not touch each other in any direction, including diagonally. However, they may be rotated. Any segments given are exactly the type shown. Number clues along the side and bottom of the grid indicate how many ship segments exist in that row or column.
Use the clues to locate the given fleet on the grid. Ships may not touch each other in any direction, including diagonally. However, they may be rotated. Any segments given are exactly the type shown. Number clues along the side and bottom of the grid indicate how many ship segments exist in that row or column.
“All in all, it’s just another brick in the wall.” On this day in 1979, Pink Floyd released one of their most well-known concept albums. The Wall sold over 30 million copies. Today, we celebrate with a Bricks puzzle.
Today, we have a simple Bricks puzzle.
Fill in the grid with the numbers 1 to 8 without repeating a digit in any row or column.
Happy Easter! Today we have a special treat. Rather than a traditional Easter egg hunt, we’re going to be playing hide and seek with the Easter Bunny and his friends!
You’re a nature photographer, and today’s subject is bunny rabbits. Use the clues in the camera lenses to place one bunny and one tree in each row and column.
Calcudoku is the generic name for a Sudoku variant known better by the trademarked titles KenKen or Kendoku. To make things a little easier, I color-coded regions with the same math operation.
Everyone loves candy, so you picked up a box as a gift. The problem is, they only want a specific set of pieces, and none of them can touch each other, even diagonally. Can you figure out what you need to remove, leaving only the candy that fits their preference?