Visualize this grid. And highlight the edges that are calculated and should sum up to 800.

Here is the visualization of the 16x16 mesh grid with highlighted edges. The grid consists of vertices connected by horizontal, vertical, and diagonal edges, summing up to 800 edges. The edges are represented in orange, connecting the blue vertices.

Would you like more details, or do you have any questions? Here are some related questions you might consider:

1. How are the edges stored in the `E` list?
2. What is the purpose of including diagonal edges in mesh generation?
3. How would changing the grid size affect the number of edges?
4. Can this grid be used for finite element analysis?
5. How can the edge lengths be calculated if the grid is non-uniform?

**Tip:** When working with grids and meshes, visualizing the connections can help ensure that all edges are correctly generated and can aid in debugging and analysis.

Explore the visualization of a 16x16 mesh grid with highlighted edges that sum up to 800. Understand how vertices are connected by horizontal, vertical, and diagonal edges in graph theory. Ideal for advanced high school or college students interested in graph theory and mesh grids.

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