<｜begin▁of▁sentence｜>### Instruction:
Imagine you are embarking on a groundbreaking project to design a green community, an exemplary model of sustainability, connectivity, and ecological harmony. This community is conceptualized to consist of five distinct but interconnected zones, each embodying a perfect balance of residential, commercial, and recreational spaces. These zones are designed as complete units or cliques, each consisting of four integral elements that together foster a self-sufficient and thriving ecological microcosm.

In your innovative approach, you envision these zones not as isolated entities but as parts of a larger, interconnected ecosystem. Like pearls strung together, each zone shares a singular, symbiotic link with two neighboring zones, creating a seamless, circular flow of energy, resources, and community life. This circular linkage not only facilitates sustainable living and resource sharing across the zones but also symbolizes the unity and endless cycle of ecological and communal well-being.

To bring this visionary project to life, you require a detailed, visual representation of the community's layout. Specifically, you need a graphical model that accurately maps out the five interconnected zones (cliques) and their relationships, employing a design tool that allows for intricate detailing and customization.

Could you, therefore imagine crafting a tool or a method that allows the creation and visualization of this green community's blueprint? This design should clearly depict the five self-contained zones, each with its four critical components (nodes), arranged in a harmonious circular configuration, ensuring that each zone is directly connected to two others, thereby promoting an integrated and sustainable community design.
### Response:
import networkx as nx

# Create a ring of cliques graph with 5 cliques each of size 4
G = nx.ring_of_cliques(num_cliques=5, clique_size=4)

# Draw the graph
import matplotlib.pyplot as plt
nx.draw(G, with_labels=True)
plt.show()
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