A$1[2$ pt$]$ Given the probability mass function, determine the Shannon$-$Fano codes for each of the possible outcomes. Store your answers in the variable SFC as a list of strings. For example, given the first probability mass function to which we applied SFC$,$ in the lecture, resulted in SFC $=["0","10","11"].$

SFC $=$ None

$\backslash$# YOUR CODE HERE