There are T tokens arranged in a circle for some positive integer T. Moving clockwise around the circle, the tokens are labelled, in order, with the integers from 1 to T. Starting from the token labelled 1, variste: (i) Removes the token at the current position. (ii) Moves clockwise to the next remaining token. (iii) Moves clockwise again to the next remaining token. (iv) Repeats steps (i) to (iii) until only one token remains. When T = 337, the number on the last remaining token is L. There are other integers T for which the number on the last remaining token is also L. What are the rightmost two digits of the smallest possible value of T