X is an array of $2^$N values, each element being W bits. The $2^$N values of the array are stored in the "data.dat" file in hexadecimal format. Write a Verilog module that initially reads the values from "data.dat" file and loads them into a $2^($N$+1)$xW$-$bit register file between addresses $0$ and $2^$N$-1.$ The register file has two asynchronous read ports and one synchronous write port. Using the values stored in the register file, the Verilog module computes the output Y$[$k$]=($X$[$k$]+$X$[2^$N$-1-$k$])/2$ sequentially for k$=0,...,2^($N$-1)-1$ and store them in the register file starting from address $2^$N$.$