The diagram contains small gardens. This are rectangular green areas separated by hedges. Every garden consist of the number of squares that the given numbers show. Every garden contains exactly one number. The small gardens may only touch each other at the vertexes. Each 2x2 square must have at least one garden square.
Example:
Puzzle:
Divide the grid into rectangular and square pieces such that each piece contains exactly one number, that each cell is part of one piece and that number represents the number of cells of the rectangle.
Example:
Puzzle:
The shown domino pieces have been arranged to form a rectangle. After that the borderlines between the pieces have been removed. Reconstruct the missing lines so that every domino piece exists exactly once in the diagram.
Example:
Puzzle:
The shown domino pieces have been arranged to form a rectangle. After that the borderlines between the pieces have been removed. Reconstruct the missing lines so that every domino piece exists exactly once in the diagram.
Example:
Puzzle:
The shown domino pieces have been arranged to form a rectangle. After that the borderlines between the pieces have been removed. Reconstruct the missing lines so that every domino piece exists exactly once in the diagram.
Example:
Puzzle:
Divide the grid into areas of 4 cells and color them with the colors red, blue and yellow. Areas of the same color may only touch each other at the vertexes. The color on the borders is the color that comes if we mix the colors of the neighbouring cells. Here red and blue becomes purple, red and yellow becomes orange and yellow and blue becomes green.
Example:
Puzzle:
Divide the grid into areas of 4 cells such that each piece contains exactly one small blue piece with a form that is not placeable in this piece (if magnified).
Example:
Puzzle:
Divide the grid into areas of 4 cells such that each piece contains exactly one small blue piece with a form that is not placeable in this piece (if magnified).
Example:
Puzzle:
Fill in the grid so that every row, every column and 3x3 box contain the digits 1 through 9. All knights attack at least one other cell with the same number in the chess knight distance. The numbers at the left and at the top are the sum of cells with a knight.
Smaller Example:
Puzzle:
Fill in the grid so that every row, every column and 3x3 box contain the digits 1 through 9. All knights attack at least one other cell with the same number in the chess knight distance. The numbers at the left and at the top are the sum of cells with a knight.
Smaller Example:
Puzzle: