Given the following sequence for positive integers only: $5,10,50, 76, 3800$, Where $X_{n}=X_{n-1}+x_{n-2}+n^{2}$ for $n>2 \underline{\text { AND }} n$ is multiple of 4 and $X_{n}=X_{n-1}{ }^{*} X_{n-2}$ for $n>2 \underline{\text { AND }} n$ is not multiple of 4 and $X_{1}=5, X_{2}=10$, Write a recursive $C$ function to compute and return the value of the element at location $\mathbf{n}$. It must be written as a recursive function. The use of loops is not allowed inside this function. You are not allowed to use a global and static variable(s) CS.VS. 1060