\(64\) candidates are competing for \(5\) positions at a consulting firm. The hiring process consists of \(3\) interviews. After each interview, \(n\%\) of the remaining candidates will be dismissed. The candidates will be selected from among those who complete all three rounds. Each candidate is equally qualified and has an equal probability of getting hired at every point in the process. What is the probability that a candidate will complete all three interviews but fail to get the job?

1) \(n = 25\)

2) \(12\) candidates completed the first interview but were dismissed after the second interview

OA D