Ignatius

Updated: Oct. 27, 2026

Legendary
Ignatius
  • Ogryn Tribes
  • Ogryn Tribes
  • Defense
  • Magic
  • +25% Defense in all battles
Stats for ★★★★★★ level 60 · fully ascended · no gear
Health 18,825
Attack 1,057
Defense 1,266
Speed 93
Crit. Rate 15%
Crit. Damage 50%
Resistance 40
Accuracy 20
Debuffs:

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3D model: on a display coin — the faction banner on the front, the alliance coat of arms on the back. Drag to rotate, scroll or pinch to zoom.

Optimal pick

45 Usefulness 53 × availability 0.85 Keep — don't feed How is it calculated?

Ratings by location

  • Campaign 66 AoE damage · HP Burn · Survivability (HP × DEF)
  • Arena 60 AoE damage · Provoke · Single-target damage
  • Demon Lord 34 Survivability (HP × DEF) · Single-target damage · AoE damage
  • Dungeons 56 AoE damage · Single-target damage · Survivability (HP × DEF)
  • Hydra 64 Survivability (HP × DEF) · AoE damage · Single-target damage
  • Faction Wars 54 AoE damage · Single-target damage · HP Burn
  • Doom Tower 55 AoE damage · Survivability (HP × DEF) · Single-target damage
  • Live Arena 60 Provoke · AoE damage · Single-target damage
  • Cursed City 58 AoE damage · Single-target damage · Survivability (HP × DEF)
  • Chimera 39 Survivability (HP × DEF) · AoE damage · Single-target damage
  • Grim Forest 42 AoE damage · Survivability (HP × DEF) · Single-target damage

How to get

Availability: Hard

Skills

Damage multipliers: 4.65 × ATK means the hit deals 4.65 times the champion's Attack before enemy Defense.

Skull Rattle

A1 Skull Rattle

Attacks 1 enemy. Has a 15% chance of placing a Stun debuff for 1 turn.

Damage based on [DEF] = 3.8 × DEF

Battle Shout

A2 Battle Shout

Attacks all enemies. Has a 50% chance of placing a Provoke debuff for 1 turn.

Damage based on [DEF] = 4.9 × DEF

Turn to Ash

A3 Turn to Ash

Attacks all enemies. Has a 75% chance of placing a HP Burn debuff for 2 turns.

Damage based on [DEF] = 5.6 × DEF

Ascended skill

Attacks all enemies. Has a 75% chance of placing a HP Burn debuff for 2 turns. This debuff cannot be resisted.

Damage based on [DEF] = 5.6 × DEF