- "Generis has been destroyed by the Yuuzhan Vong, and Esfandia is under attack."
- ―Droma
The Battle of Esfandia was the final rout of the Yuuzhan Vong fleet under B'shith Vorrik. Vorrik's fleet had been detailed to subdue the Imperial Remnant, and although Vorrik won the initial battle, the Imperial Starfleet under Grand Admiral Gilad Pellaeon had been slowly wearing down the Vong fleet ever since.
Esfandia was the final battle of that campaign, resulting in a massive Imperial rout of the Vong. Pellaeon's decisive victory was due in part to him having enraged Vorrik via verbal sparring ahead of the fight. After the Jedi Tahiri Veila convinced Vorrik to send some of his forces to the planet's surface, the reduced Vong complement was no match for the Imperial fleet. Knowing he was about to lose, Vorrik attempting to ram his ship, the Kur-hashan, into Pellaeon's command ship, the Right to Rule. However, the Kur-hashan detonated well before its target.
The routing of Vorrik's forces, and the end of the threat to the Empire, freed up the Imperial Starfleet to fully assist Galactic Alliance forces in their fight against the wider Yuuzhan Vong threat.
Appearances[]
- The New Jedi Order: Force Heretic III: Reunion (First appearance)
- The New Jedi Order: The Final Prophecy (Mentioned only)
- The New Jedi Order: The Unifying Force (Mentioned only)
Sources[]
- "The New Jedi Order in 100 Easy Lessons" — Star Wars Insider 74 (First identified as Battle of Esfandia)
Notes and references[]
- ↑ 1.0 1.1 The New Jedi Order: Force Heretic III: Reunion
- ↑ 2.0 2.1 The New Jedi Order: The Final Prophecy
- ↑ Using the text of The New Jedi Order: The Unifying Force, it is possible to place the Battle of Yuuzhan'tar nineteen days after the start of the novel, and the Battle of Esfandia (and thus the end of The Final Prophecy) two months prior to the start of The Unifying Force. The Recapture of Coruscant occurs in 64:6 per The Essential Atlas, and by working backwards, at the very least the Battle of Esfandia must fall in 29 ABY, in 64:3 (the zero point between 28 and 29 ABY.