In a fully connected network with \( n \) nodes, the number of direct links between all pairs of computers is \( \frac {n(n-1)} 2.\) For \( n = 2000 \), find the minimum time required to broadcast a message stored in \( P_1 \) to all other computers in the network. Assume that

sending a message from a computer to another computer takes \( 10^{-6} \) sec;

any computer can send only one message to any other computer at a time.

Here is an example of fully connected computers with 8 computers.

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