Consider distributing a file of F = 8 Gbits to N peers, where G is SI standard (base 10) 10⁹ and not binary (base 2) 2³⁰ = 1024³. The server has an upload rate of u_s = 1 Gbps, and each peer has a download rate of d_i = 150 Mbps (i.e., d_min= d_i) and an upload rate of u_i. For N = 10, 200, and 5 000 and u_i = 2 Mbps, 10 Mbps, and 100 Mbps, prepare a table giving the minimum distribution time for each of the combinations of N and u_i for both client-server distribution and P2P distribution. Please provide a good answer, as this question has up to 30 points.