Need to wield a Shadovia Reaper Scythe on the battlefield? Use this information that can assist you with the method. It might take a while to get all the supplies that you simply want, however it’s value it! It’s gonna take plenty of farming and combating, so be ready.
Shadovia is a Roblox RPG by means of and thru. You’ve acquired a wide range of weapons to unlock and utilise in fight, in addition to a ton of builds to experiment with. Fancy sticking to melee talents? Sorted. Want to be a mage? Additionally sorted. Battle in opposition to difficult bosses and acquire loot to progress by means of your journey. Don’t overlook to select up assets alongside the best way, which can be utilized to craft upgraded gear on your character!
For extra details about Shadovia, you may go to the sport’s official Roblox web page – take a look at our Shadovia Codes, a Shadovia Fuses information, and our Shadovia Weapons too! In the event you’re a fan of Roblox RPGs, we’ve acquired a ton of guides for you.
Find out how to Get the Shadovia Reaper Scythe
One of the best ways to get a normal Scythe in Shadovia is by fusing one through the use of 2 weapons (I like to recommend utilizing 2 Mythic weapons). This customary Scythe can then be used to craft a Reaper Scythe after getting the required assets.
The subsequent merchandise you want is an urn, which has an opportunity to drop whenever you defeat the Chancellor Ama boss. This boss will be summoned through the use of Abyssal Conduits!
Abyssal Conduits
- Head to Vampire City
- When you’re there, head right down to the tower and stroll by means of a gate to the Vampire Fort
- Go upstairs to seek out the NPC, Ghoulsford – you should buy Abyssal Conduits from him in the course of the nighttime in-game!
- You may as well craft Abyssal Conduits through the use of the recipe within the Crafting window
Gems
- Defeat the Stone Golems to farm Stone Vigils – these are then used to summon the Giga Golem boss
- Summon the Giga Golem Boss – you’ll should farm this boss struggle!
- Every gem has a drop charge probability