<｜begin▁of▁sentence｜>### Instruction:
Certainly! Imagine we're working on the manuscript for a fascinating mathematics textbook that delves into the world of graph theory. In one of the chapters, we're discussing Paley graphs, which are intriguing examples of undirected, self-complementary graphs that possess several symmetries.

We want to include an illustrative example:

"Let us consider a prime number 'p,' which holds a special relationship with the number 4, such that when 'p' is diminished by 1, it becomes a multiple of 4. Embark on the quest to construct a Paley graph, a diagram of points or nodes, where each point is denoted by a number from 0 up to 'p-1.' In this network of points, a line or edge connects two distinct points, say 'x' and 'y,' but only under the condition that the difference 'x-y' is not just non-zero but also a perfect square when viewed through the lens of modular arithmetic with respect to 'p.' Our readers would be thrilled to visually follow how each point is linked to another in this configuration."

In this chapter draft, we would, of course, include an illustration depicting this Paley graph for a better understanding, and potentially also provide the corresponding Graph Modeling Language (GML) file named 'paley_graph.gml' which will allow readers to explore this graph digitally.
### Response:
import networkx as nx

# Generate a Paley graph for a given prime number p
p = 13 # p must be a prime number and p = 1 (mod 4)
G = nx.paley_graph(p)

# Print the edges of the Paley graph
print('Edges of the Paley graph:', G.edges())
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