Two players `P_(1)` and `P_(2)` play a game against each other . In every round of the game , each player rolls a fair the once , where the six faces of the die have six distinct numbers . Let x and y denote the readings on the die rolled by `P_(1)` and `P_(2)` respectively . if `x gt y` , then `P_(1)` scores 5 points and `P_(2)` scores 0 point . if x = y , then each player scores 2 points . if `x lt y` , then `P_(1)` scores 0 point and `P_(2)` scores 5 points . Let `X_(i)` and `Y_(i)` be the total scores of `P_(1)` and `P_(2)` respectively , after playing the `i^(th)` round .

The correct option is :

Options

A. `(I) to (Q) , (II) to (R ) , (III) to (T) , (IV) to (S)`
B. `(I) to (Q) , (II) to (R ) , (III) to (T) , (IV) to (T)`
C. `(I) to (P) , (II) to (R ) , (III) to (Q) , (IV) to (S)`
D. `(I) to (P) , (II) to (R ) , (III) to (Q) , (IV) to (T)`