Dev, Aditi, Omar, and Olivia disagree as to whose men's college basketball team is the best. Dev insists it's UofL, Aditi argues it's Kentucky, Omar votes for Duke, and Olivia says it's Indiana. They all agree that the NCAA Tournament itself is wildly unpredictable and therefore an unreliable basis for setting their dispute, so they instead look up each team's seed number the last 10 times they were in the NCAA tournament (through the 2024 tournament; 40 seed numbers total). Calculate a between-subjects one-way ANOVA to determine whether >1 of these teams differs. SS values are provided, and you have enough information to figure out the degrees of freedom. Show your work for calculating everything else and fill in the ANOVA table below. For p, write "p < .05" or "p > .05" depending on whether your F score exceeds the critical value listed in an F table (p. 676 of your text) SS Between = 80.67, SS Within = 212.10