Among all the workers at an assembly plant, the amount of time needed to assemble a digital camera (X) is a

normally distributed random variable with mean = 12 hours and standard deviation = 2.4 hours.

If the time that a worker takes to assemble a camera is among the longest 1% of all assembly times, the worker must submit a report to the supervisor explaining why the assembly process took so long. What is the minimum assembly time required for the time to be included among the longest 1% of all assembly times? (Round your answer to 2 decimal places.)