Present the recurrence relation in the form T$($n$)=$rT$($n$/$b$)+$f$($n$),$ which describes how often the following function prints $"$T$$L$403$G$".$ Calculate the value of T$(32)$ by iteratively solving the recurrence relation.

def process$($n$)$:

# Base case: n is a power of $2$

if n $>1$:

for i in range$(1,$ int$($math$.$log$2($n$))+1)$:

print$("$TOL$403$G$")$

process$($n$/2)$

process$($n$/2)$