Suppose a certain drug test is 80% sensitive, that is, the test will correctly identify a drug user as testing positive 80% of the time, and 92% specific, that is, the test will correctly identify a non-user as testing negative 92% of the time.

Suppose a corporation decides to test its employees for drug use, and that only 0.3% of the employees actually use the drug. What is the probability that, given a positive drug test, an employee is actually a drug user? Round your answer to 3 digits after the decimal point.