Five monkeys are seated around a table. Their seats are labelled P,Q,R,S, and T, in clockwise order, as shown. The five monkeys are randomly numbered Monkey 1, Monkey 2, Monkey 3, Monkey 4, and Monkey 5. Monkey 1 remains in its seat. The remaining four monkeys then sit themselves in the remaining seats so that they are seated in clockwise order as Monkey 1, Monkey 2, Monkey 3, Monkey 4, and Monkey 5. What is the probability that the Monkey originally in seat R moves to seat P?
Answer Choices
A. \frac{1}{20}
B. \frac{1}{10}
C. \frac{3}{20}
D. \frac15
E. \frac14