You are given that S=1+log313+log319+log3127+⋯+log313n−1+log313n.S=1+\log_3\frac13+\log_3\frac19+\log_3\frac1{27}+\cdots+\log_3\frac1{3^{n-1}}+\log_3\frac1{3^n}.S=1+log331+log391+log3271+⋯+log33n−11+log33n1. If S=−2S=-2S=−2, what is the value of nnn? A333B−3-3−3C222D666ENo solutions