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The dihedral effect is quantified by an instance of a derivative named for either control or this property, which is the change in rolling moment per change in sideslip angle. A ■END■
| Player | Team | Opponent | Buzz Position | Value |
|---|---|---|---|---|
| Eric Wolfsberg | Stanford | Free Agents | 94 | -5 |
| Justine French | Free Agents | Stanford | 131 | 10 |
| Shahar Schwartz | Berkeley A | Berkeley B | 132 | 0 |