A carnival card game gives the contestant a one in three probability of successfully choosing the right card and thereby winning the game. If a contestant plays the game repeatedly, what is the minimum number of times that he must play the game so that the probability that he never loses is less than \(1\%?\)

A. \(3\)

B. \(4\)

C. \(5\)

D. \(6\)

E. \(7\)

OA D