How To Beat Blackgaol Knight in Elden Ring: Shadow of The Erdtree (Boss Fight)
The Blackgaol Knight is the first Great Boss you can face in 's DLC, and it can be a tough boss if you walk in unprepared. However, with a few tips and tricks, it will be much easier to understand his patterns and that willmake a difference between life and death. The reward for fighting him is well worth it, so stay persistent in your pursuits.
The DLC in is full of tough bosses. This being one of the first, you might not have all the upgrades and gear that you will get later as you adventure around the area. That can make it a little harder to get to the end of this fight, but doing so will help you get through the rest of them and finish the DLC story.
Finding the Blade of Mercy Talisman in the Elden Ring DLC will help players flesh out their builds and do a significant amount of damage quickly.
Finding the Blackgaol Knight is not as difficult as it may seem at first, as players can get to the area as soon as they arrive in the Shadow Realm. Heading west from the Scorched Ruins Site of Grace, you will find yourself in front of the Western Gravesite Mausoleum and able to give the Blackgaol Knight a fight for its life.
Do not attack the field of worms on the way here, as they are not hostile until provoked, and it will not end well for you if they are.
Facing the Blackgaol Knight will require a combination of skill and luck that allows you to catch him off guard. He is very strong against status effects, with those having little to no effect on him. He also has some tricky attacks that give him an added advantage on an unsuspecting player, such as an attack that looks like a familiar one but has an extra strike to catch you by surprise.
The best way to counter him is to have a weapon with high stagger potential. This can be something like the Bloodhound's Fang but can be a weapon from any heavy strike category, such as Hammers, Great Katana, Greataxes, and Colossal Weapons. Magic users can use one of the heavy Greatswords in and focus on the scaling stat of
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