1. The problem is to analyze the CSR Rank data for players and captains. 2. Since the data is a list of ranks, a common analysis is to find the average CSR Rank for each group (Team Members and Captains). 3. The formula for average is: $$\text{Average} = \frac{\text{Sum of all ranks}}{\text{Number of players}}$$ 4. Calculate the sum of CSR Ranks for Team Members: $$894 + 864 + 952 + 1131 + 1263 + 405 + 1262 + 497 + 996 + 1119 + 816 + 1295 + 1013 + 1042 + 1161 + 1131 + 658 + 952 + 1375 + 800 + 700 + 1024 + 1142 + 807 = 22249$$ Number of Team Members = 24 5. Calculate the average CSR Rank for Team Members: $$\frac{22249}{24} \approx 927.04$$ 6. Calculate the sum of CSR Ranks for Captains: $$984 + 789 + 1444 + 1038 + 1203 + 1161 + 1173 + 756 = 8548$$ Number of Captains = 8 7. Calculate the average CSR Rank for Captains: $$\frac{8548}{8} = 1068.5$$ 8. Interpretation: The average CSR Rank for Captains (1068.5) is higher than that for Team Members (927.04), indicating captains generally have higher ranks. Final answers: - Average CSR Rank for Team Members: $927.04$ - Average CSR Rank for Captains: $1068.5$