| Match Number | Pitch | Format | Winner (Target) |
| 1 | S | T | Green |
| 2 | S | T | Blue |
| 3 | F | O | Blue |
| 4 | S | O | Blue |
| 5 | F | T | Green |
| 6 | F | O | Blue |
| 7 | S | O | Green |
| 8 | F | T | Blue |
| 9 | F | O | Blue |
| 10 | S | O | Green |
Consider two distinct positive numbers \( m, n \) with \( m > n \). Let \[ x = n^{\log_n m}, \quad y = m^{\log_m n}. \] The relation between \( x \) and \( y \) is -