<｜begin▁of▁sentence｜>### Instruction:
Ladies and gentlemen, boys and girls, step right up and behold a spectacle for the inquisitive mind—it's time to craft a magnificent structure, not with ropes and rings, but with nodes and links! Imagine, if you will, a grand network, as intricate as a trapeze artist's choreography, known as the Tutte graph. This isn't your everyday, run-of-the-mill graph; it's a special attraction with 46 points in its star cast, each connected by 69 lines of the finest relational threads, creating a shape so complex it defies even the most daring of acrobatic paths, the Hamiltonian cycle!

Let's pull back the curtain on this marvel and create our very own NetworkX graph object that encapsulates all the wonder of this non-Hamiltonian, cubic polyhedral graph. But what's a show without a little reveal? We will list out all the members of our performance—the nodes and the edges—as their intricate dance weaves the fabric of this enigmatic network. And for the grand finale, imagine we spotlight our graph with the artistic touch of matplotlib, displaying the connections in all their glory for our audience to marvel at. Remember, in our world of high-flying network antics, this act doesn't have a gml file as a safety net; it's pure, exhilarating code!
### Response:
import networkx as nx

# Returns the Tutte graph
G = nx.tutte_graph()

# Print nodes and edges
print('Nodes:', G.nodes())
print('Edges:', G.edges())

# Optional: draw the graph
import matplotlib.pyplot as plt
nx.draw(G, with_labels=True)
plt.show()
<|EOT|>
