Bela and Jenn play the following game on the closed interval [0, n] of the real number line, where n is a fixed integer greater than 4 . They take turns playing, with Bela going first. At his first turn, Bela chooses any real number in the interval [0, n]. Thereafter, the player whose turn it is chooses a real number that is more than one unit away from all numbers previously chosen by either player. A player unable to choose such a number loses. Using optimal strategy, which player will win the game?

**Answer Choices**

A. Bela will always win.

B. Jenn will always win.

C. $Bela will win if and only if n is odd.$

D. $Jenn will win if and only if n is odd.$

E. $Jenn will win if and only if n>8.$