For every sequence (x1,x2,…,xn) of non-zero natural prime numbers, {1,2,…,n} arranged in any order, denote by f(s) the sum of absolute values of the differences between two consecutive members of s. Find the maximum value of f(s) where s runs through the set of all such sequences, i.e. for all sequences s with the given properties. floor functionnumber theoryprime numbersalgebra unsolvedalgebra