Question: (link-state routing) Assume every node sends link-state advertisements (LSA) every 30 seconds, and that the flooding of a LSA takes about 2 seconds. Assume there

(link-state routing)

Assume every node sends link-state advertisements (LSA) every 30 seconds, and that the flooding of a LSA takes about 2 seconds. Assume there is a routing loop (nodes pointing to each other) at time t. What is the maximum time that the loop could remain? (assuming no topology changes and no link cost changes). Briefly explain why.

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