A utility company wants to compare the variability of the wind speeds at two proposed sites for their new wind based power plant. Past studies show that the wind speed at each site has a normal distribution. a random sample of n1=13 wind speed recordings taken at random intervals from site one has a mean speed of xbar1=14.2 mph and a standard deviation of s1=2.5 mph, and a random sample of n2=7 wind speed recordings taken at random intervals from site two has a mean speed of xbar2=15.8 mph and a standard deviation of s2=5.2 mph. If the company wants to test for the equality of the two population variances at 10% significance level, what will be the rejection region(s) at 10% significance level? (Note: TS=Test Statistic)