<｜begin▁of▁sentence｜>### Instruction:
Imagine we're in the midst of organizing a global conference on human rights, focusing on the importance of creating strong networks of communication and support among advocates across the world. In preparation for a workshop on strategic network-building, we've decided to use the symmetry and balance of certain mathematical structures as a metaphor for our ideal advocacy network.

We've settled on the concept of a cubic graph to illustrate our point—a structure where each node has exactly three connections. The graph we're interested in is represented using a compact form known as the LCF notation, specifically [3, -3], which we intend to apply to a six-node network. This pattern is to be repeated three times to complete the graph.

Could you please apply this LCF notation to generate the necessary edges that make up this network, employing the `lcf_graph` function available in NetworkX? We'll use this as a visual aid during our session to highlight the strength and resilience a well-connected network can provide to human rights advocacy efforts.
### Response:
import networkx as nx

# Create a graph using LCF notation
lcf = [3, -3]
n = 6
repeats = 3
G = nx.lcf_graph(n, lcf, repeats)

# Print the edges of the graph
print(G.edges())
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