Directions: Read the instructions carefully and answer the question below.

Eight current employees, L, M, N, O, P, Q, R, and S, of a company, are sitting around a circular table facing the center. It was observed that the age of no two employees is the same. The age of retirement for these people is 62 years.

Note: No two consecutive letters are in alphabetical order. Also, the age of any two consecutive employees is coprime.

P is sitting second to the left of the person whose age is half the age of P. L and R are sitting next to each other and the sum of their ages is 43 years. Either L or R is sitting next to P and R is 13 years older than L. The age of P is 4 years less than 4 times the age of L. S is sitting opposite M whose age is a multiple of 5. N is sitting opposite the person whose age is a multiple of 7 and N is 4 years older than the person sitting opposite him. The sum of the ages of S and Q is 36 years. The age of the person who is sitting to the immediate left of O is numerically a perfect square. M is 2 years younger than O but also 6 years older than Q.