From Total War: WARHAMMER Wiki
Jump to: navigation, search
Wh main nor varg 256.png
General data
TypeMinor faction
CategoryNorscan Tribes
RulerSurtha Ek
CampaignsThe Old World
Mortal Empires
Starting territoryMountains of Naglfari
Trollheim Mountains

The Varg are a minor Norscan Tribes faction in Total War: Warhammer and Total War: Warhammer II. They and the Skaeling were originally the only two Norscan factions on the map without needing to be Awaken the Tribes by the Warriors of Chaos, until the Foundation Update made Norsca a playable race and added more minor factions.

Unlike most minor Norscan Tribes that are on the map at the start of the game, Varg can be ressurected by the Warriors of Chaos awakening them if they get wiped out. The Skaeling is the only other faction that can make that claim. In order to be awakened, the Warriors of Chaos must win a battle against a settlement in the Mountains of Naglfari after the Varg have been wiped out.

Starting Territory[edit | edit source]

The Old World
Mortal Empires

Surtha Ek[edit | edit source]

Surtha Ek is a minor lord, the leader of the Varg. He often recruits many chariots and cavalry units into his army. In Total War: Warhammer II, the leader of the Tiranoc faction was renamed "Surthara Bel Kec" in Mortal Empires as a nod to Surtha Ek.

Surtha Ek can also gain the special character trait "True Chariot Master" by defeating Settra the Imperishable in battle, which will increase the damage of his Chaos Chariots by 100%. Likewise, Settra can receive the special trait "Surtha Wrecked" for defeating Surtha Ek, which increases his capacity for Skeleton Chariots by 10 and the armor of all chariots in his army by 10.

If the Varg are wiped out and then brought back by the Warriors of Chaos awakening them, they will not get Surtha Ek back but instead be led by a random generic lord.

Trivia[edit | edit source]

  • Surtha Ek's mastery of cavalry has made him a living meme among the game's community, due to the fact that the AI actually knows how to use them to maximum effect.