d 1 Let C = 10,1}. By definition C is the set of infinite sequences (a1, a2, az,...) with an {0, 1} for all n. We verified in class that C is uncountable using Cantor's diagonal argument. Now consider the subset Co consisting of all sequences which eventually stabilizes to 0, i.e., Co= {(a1, a2, a3,): EN>0, an= 0 for all n > N}