Consider the algorithm for the sorting problem that sorts an array by counting, for each of its elements. the number of smaller elements and then uses this information to put the element in its appropriate position in the sorted array:ALGORITHM ComparisonCountingSort$($A$0..$n $-1])$I$/$Sorts an array by comparison counting$//$Input: Arrav A $0..$n $-1]$ of orderable values$//$Output: Array SO$..$n $-1]$ of A$\text{'}$s elements sortedI in nondecreasing order for i $<0$ to n $-1$ doCount$[$il$<0$for i $<0$ to n $-2$ dofor i $<$ i $+1$ to n $-1$ do if Ali$]<$ A$[$j$]$Count$[$il$<$ Count$[$il $+1$else Count i $<$ Countil $+1$for i $<0$ to n $-1$ doS$[$Count$[$ill$<$ Ali$]$return Sa$.$ Apply this algorithm to sorting the list $60,35,81,98,14,47.$