<｜begin▁of▁sentence｜>### Instruction:
As a Peace Corps Volunteer serving in a rural community in West Africa, you've been tasked with designing a communal garden area where locals can grow their crops together. You need to determine the dimensions of a fence to enclose two separate plots that have already been cultivated by different families. Each plot is defined by its starting point (x, y coordinates), width, and length. Your goal is to find the smallest rectangular fence that can encompass both plots, ensuring each family's crops are protected and fostering a sense of unity in the community.

To tackle this challenge, you might use the "union" method provided by the NetworkX library, a tool commonly employed in community planning projects. This method allows you to calculate the combined area of the two plots and determine the optimal dimensions for the communal garden fence. By leveraging this approach, you can ensure efficient land use while promoting cooperation and solidarity among the community members.
### Response:
from Rectangle import Rectangle

# Define two rectangles
rect1 = Rectangle(0, 0, 2, 2)
rect2 = Rectangle(1, 1, 3, 3)

# Calculate the union of the two rectangles
union_rect = rect1.union(rect2)

# Print the coordinates of the union rectangle
print(f'Union Rectangle: x={union_rect.x}, y={union_rect.y}, width={union_rect.width}, height={union_rect.height}')
<|EOT|>
