Quote (Tkamp @ 14 Jan 2019 12:56)
This would work too but then Merc is nothing special
act5 merc with 1h sword deal 5x the damage he should.
Act 5 merc with 1-H Sword formulae:
final_max_damage = [(base_weapon_max_damage * Eth * (1 + weapon_ED%)* 2 + base_merc_max_damage + max_damage*3 + normal_damage) * (1 + non-weapon_ED% + str/100 + skill_ED%) * DS + Bash_bonus + elemental_damage_max] * CS
final_min_damage = [(base_weapon_min_damage * Eth * (1 + weapon_ED%)* 2 + base_merc_min_damage + min_damage*3 + normal_damage) * (1 + non-weapon_ED% + str/100 + skill_ED%) * DS + Bash_bonus + elemental_damage_min] * CS
Act 5 merc with 2-H Sword formulae:
final_max_damage = [(base_weapon_max_damage * Eth * (1 + weapon_ED%) + base_merc_max_damage + max_damage + normal_damage) * (1 + non-weapon_ED% + str/100 + skill_ED%) * DS + Bash_bonus + elemental_damage_max] * CS
final_min_damage = [(base_weapon_min_damage * Eth * (1 + weapon_ED%) + base_merc_min_damage + min_damage + normal_damage) * (1 + non-weapon_ED% + str/100 + skill_ED%) * DS + Bash_bonus + elemental_damage_min] * CS
1-H vs 2-H formulae:
For 1-H, there is an additional factor of 2 after (1 + weapon_ED%), and the min_damage / max_damage is multiplied by 3 instead of 1
that's why headstriker is probably the best weapon in game for a5 merc, even better than grief.