I need help with this pratice run question. In C++, Implement a Hash Table of size 8191 (= 2^13 - 1) to store integers based on quadratic probing. Design your own hash function that is, in your view, sufficiently non-trivial and efficient to compute. Compare the average number of probes for the following cases:Generate 4000 integer random numbers in the range 0 to 10^6 - 1, and insert them into the hash table. Compute and print the total  number of probes.Repeat step (a) above 10 times, and find the average number of probes over these  10 trials

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A potential method of analysis

The complexity of the algorithm model emphasizes the potential method. This method is useful for examining a data structure's amortized time and space complexity.