Here is the multigraph $G$ corresponding to the adjacency matrix provided. Let me know if you want further clarification or adjustments to the graph.

Additional Questions:

1. How do self-loops affect the degree of a vertex in a graph?
2. What distinguishes a multigraph from a simple graph?
3. How can we represent multigraphs with parallel edges in adjacency matrices?
4. Are there specific applications where multigraphs are preferred over simple graphs?
5. How do we interpret directed edges in adjacency matrices if the matrix is non-symmetric?

Tip:

In a multigraph, always check for self-loops and multiple edges to ensure the adjacency matrix aligns with the graph representation.