Consider a game being played between player 1 and player 2. Player 1 can choose T or B. Player 2 can take actions L or R

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Consider a game being played between player 1 and player 2.
Player 1 can choose T or B. Player 2 can take actions L or R. These
choices are made simultaneously. The payoffs are as follows. If 1
plays T and 2 plays L, the payoffs are (0, 0) for Player 1 and 2,
respectively. If 1 opts of B and 2 L, the payoffs are (5,7). If 1
plays T and 2 R, the payoffs are (6,2). Finally, both players get 0
if the combination of actions is (B, R). What are the pure strategy
Nash equilibria of the game?
A. None of the answers are correct
B. (T, R)
C. (B, L) and (T, L)
D. (B, L)
E. (B, L) and (T, R)