The number of chocolates (black regions) is prime.

Normal Chocolate Banana rules apply.

Rules:

1. Paint some of the cells black.

2. Black cells linked orthogonally must always form a rectangle (or a square).

3. Non-blacked cells linked orthogonally must not form a rectangle (or a square).

4. A number indicates the area (the number of cells) of the orthogonally region containing this cell.

5. The solution is unique except its reflection. You do not need this information to solve the puzzle.

Click on the image to use the online solver and view the rules.

The number of chocolates (black regions) is prime.

Normal Chocolate Banana rules apply.

Rules:

1. Paint some of the cells black.

2. Black cells linked orthogonally must always form a rectangle (or a square).

3. Non-blacked cells linked orthogonally must not form a rectangle (or a square).

4. A number indicates the area (the number of cells) of the orthogonally region containing this cell.

5. The solution is unique except its reflection. You do not need this information to solve the puzzle.

Click on the image to use the online solver and view the rules.

The number of chocolate (black regions) is prime.

Normal Chocolate Banana rules apply.

Rules:

1. Paint some of the cells black.

2. Black cells linked orthogonally must always form a rectangle (or a square).

3. Non-blacked cells linked orthogonally must not form a rectangle (or a square).

4. A number indicates the area (the number of cells) of the orthogonally region containing this cell.

5. The solution is unique except its reflection. You do not need this information to solve the puzzle.

Click on the image to use the online solver and view the rules.

The number of chocolates (black regions) is prime.

Normal Chocolate Banana rules apply.

Rules:

1. Paint some of the cells black.

2. Black cells linked orthogonally must always form a rectangle (or a square).

3. Non-blacked cells linked orthogonally must not form a rectangle (or a square).

4. A number indicates the area (the number of cells) of the orthogonally region containing this cell.

5. The solution is unique except its reflection. You do not need this information to solve the puzzle.

Click on the image to use the online solver and view the rules.