"An ancient forest surrounded on all sides by mountains. Said to have once been home to a race of extinct moogles."

—Description

The Siedge Weald (スウィージの森, Suwīji no mori^?), also known as Sweegy Woods, is a location from Final Fantasy Tactics. It is rumored to have once been inhabited by Moogles. It is located east of the Magick City of Gariland and west of the Merchant City of Dorter.

Ramza Beoulve led a force including Delita Heiral and Argath Thadalfus through here on his way to Dorter to learn more about the whereabouts of Marquis Elmdore, who had been abducted by the Corpse Brigade. A group of monsters barred their way, but Ramza and his allies defeated them. They then continued on to Dorter, and ultimately found and rescued Elmdore.

Battle InformationEdit

The Siedge WealdEdit

← Siedge Weald →
Units	Enemies 6 (2 Goblins, 1 Black Goblin, 2 Bombs, 1 Red Panther) Guests Delita Heiral (D), Argath Thadalfus (A) Formation . X X X . X X X X X A X X X D	Additional info	None
		Conditions	Defeat all enemies
		Weather	Day, Light Rain (no special effects)
Enemy level	N/A (Monster battle. Will be similar to player levels.)	Recommended level	3 - 5
Team capacity	3 + Ramza	Number of teams	1
Battle Trophies	None	Hidden items	None
Terrain	Soil, Grassland, Stone Outcropping, Tree, Bridge, Marsh	Geomancy	Sinkhole, Tanglevine, Tremor, Wind Slash, Quicksand

Random Battle EnemiesEdit

Chapter 1Edit

• Black Goblin
• Skeleton
• Wisenkin
• Bomb

Chapters 2 and 3Edit

• Chocobo
• Black Goblin
• Skeleton
• Wisenkin
• Bomb
• Monk

Chapter 4Edit

• Chocobo
• Black Chocobo
• Red Chocobo
• Goblin
• Black Goblin
• Gobbledygook
• Red Panther
• Coeurl
• Vampire Cat
• Skeleton
• Bonesnatch
• Skeletal Fiend
• Bomb
• Grenade
• Exploder
• Treant
• Dryad
• Squire
• Knight
• Archer
• Monk
• Geomancer
• Black Mage
• Time Mage
• Summoner
• Mystic

TreasuresEdit

• Hi-Potion/Leather Hat (4,5 on a panel of height 1)
• Hi-Potion/Leather Helmet (5,0 on a panel of height 1~)
• Phoenix Down/Escutcheon (9,2 on a panel of 3~)
• Echo Herbs/Bow Gun (10,10 on a panel of 3~)