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Eight friends – M, N, O, P, Q, R, S and T are sitting around a circular table with equal distance between each other, facing the centre but not necessarily in the same order. Each one of them belongs to a different profession such as Mechanic, Electrician, Journalist, Editor, Advocate, Doctor, Architect and teacher but not necessarily in the same order. S sits second to the right of the mechanic. The Editor and the Electrician are the immediate neighbours of S. O sits second to the right of Q who is Advocate. Q is an immediate neighbour of the Editor. Only one person sits between T and R. P sits third to the left of Q. S sits exactly between N and P. The Architect sits second to the left of M. The Journalist and the Teacher are immediate neighbours of the Architect. T is not a Teacher.
If all the persons are made to sit in the alphabetical order in clockwise direction from M, the position of how many of them will remain unchanged(excluding M) ?
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