Suppose that all of the outcomes of a random variable are {a,b,c,d,e}, and that P(a)=P(b)=P(c)=P(d)=1/4, (that is, all outcomes a,b,c and d have a 1/4 probability of occurring), and P(e)=0. Define the events A={a,b}, B{b,c}, C{c,d}, and D={e}. True or False: The events A and C are independent.