A family medical center would like to compare wait times at two of it's medical centers. The company pulled random samples of wait times from both medical centers. Medical Center A had a sample size of 15 times with a mean of 27.46 and a standard deviation of 4.44. Medical center B had a 15 times sampled had a mean of 26.59 and a standard deviation of 2.58. Assume the populations are from normal distributions with unequal population variances. Can the medical center conclude that Center A has longer wait times to the 5% significance level? Find the P-value for the appropriate hypothesis test. Round answer to 4 digits.