Six tailors T1, T2, T3, T4, T5 and T6 are sitting around a circular table facing towards the centre (Not necessarily in the same order). T2 is second to the right of T1. T5 is to the immediate right of T3. T3 and T4 are facing towards each other. Three of the four given options follows a same logic. Which of the following does not follow that logic?

From the given statements,T2 is second to the right of T1,so we can place T1 and T2 accordingly anywhere in the arrangement.Fig.1 depicts the arrangement.

Now,T3 and T4 are facing each other so only two places are vacant which are opposite to each other and also T5 is to immediate right of T3 so,we can not place T3 in between T2 and T1 as T2 has already occupied the space..Hence,the figure 2 depicts the final arrangement.