(A)Consider the set of all possible positive quaternary (base 4) integers each having exactly twelve digits consisting of precisely three 1's, three 2's, three 3's and three 0's. The first digit cannot be 0. Determine the sum of all these numbers in the decimal notation.

(B)Consider the set of all possible positive quinary (base 5) positive integers each having exactly fifteen digits consisting of precisely three 1's, three 2's, three 3's, three 4's, and three 0's. The first digit cannot be 0. Determine the sum of all these numbers in the base ten (decimal) notation.