<｜begin▁of▁sentence｜>### Instruction:
As a sex therapist, I often work with couples to improve their intimacy and strengthen their relationship bonds. Imagine you and your partner are like two vertices in a complex network, each with unique characteristics and connections. Just as we explore the dynamics of relationships, mathematicians analyze the structure of graphs.

Now, consider a renowned graph called the Tutte graph, which represents intricate connections between vertices. In our scenario, let's think of this graph as a metaphor for the intricate web of interactions between partners in a relationship.

Now, the challenge is to understand the symmetry within this graph, akin to discovering the harmony and balance within a relationship. We can utilize the BLISS isomorphism algorithm, provided by igraph, as a tool to explore this symmetry.

Assuming that all vertices in the Tutte graph are of the same color, we can liken this to each aspect of the relationship being equally important. With the default splitting heuristic 'f', which guides the algorithm's decision-making process, we can delve into uncovering the generators of the automorphism group, analogous to identifying the key elements that contribute to the stability and resilience of a relationship.

By applying this algorithm, we can gain insights into the underlying symmetry and structure of the Tutte graph, mirroring the deep understanding we seek to cultivate within relationships. Just as therapy helps uncover hidden dynamics and fosters growth, mathematical tools like BLISS assist in unraveling the complexities of graphs, contributing to our understanding of the interconnectedness within networks.
### Response:
from igraph import Graph

# Create an example graph
g = Graph.Famous('Tutte')

# Calculate automorphism group generators
autos = g.automorphism_group()
print('Automorphism group generators:')
for auto in autos:
    print(auto)
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