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Today's puzzle shows a toy maker, which cuts out with a jigsaw one Christmas arche. He broods over the way to paint the Yonbun. His figurines he can paint, he has frequently made it. But with the painting of Japanese puzzle, he is not so familiar. Can you help him?

Fill the grid with tetrominos (4-cell blocks) in the colors red, blue, yellow and green. All cells are used. Blocks of the same color can only touch on the corners. The color in a circle indicates the color most frequently occurs in the immediate neighbourhood. If a X in a circle, there is no unique color that occurs most frequently.

Celery root is one of the nine components of the Neinerlaa, the traditional meal on Christmas Eve in the Erzgebirge. Usually it is served as a salad. Celery has as each of the nine components of the Neinerlaa a meaning, it should provide for the blessing of children. In our case, the celery has produced sextuplets. So six puzzle species are combined in our puzzle.

Fill out the grid with tetrominoes (4-units) in the colors red, blue and yellow. Tetrominoes of the same color can touch each other only on the corners.

1. Pastel Garden: The red, yellow and blue arrows indicate which is the color of the next tetromino in the specified direction.
2. Don't Arrows: The black arrows are banning arrows. In direction of the arrow the color of the cell with the arrow may not occur again.
3. Colorful Borders: An orange line is between a red and a yellow cell, a green line between a yellow and a blue cell. A purple line is between a blue and a red cell.
4. Kinshi: The tetrominoes on the edge indicate a tetrominos that you can not see in the row or column. You can also see no part of it. The tetrominos on the edge could be rotated, but not be mirrored.
5. Color square: The colored squares on the edge indicate the color of the first square (2x2 tetromino) in the column or row.