Glitched Weapon Box

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Glitched Weapon Box.png

Glitched Weapon Box

Item type
Container
Rarity
Basic
Binding
Account Bound
Game link
API
93295

This container crackles ominously. Double-click to choose an account-bound reward.

— In-game description

Acquisition[edit]

Sold by[edit]

Vendor Area Zone Cost
Super Adventure Box Weaponsmith Super Adventure Box Weaponsmith Hooligan's Route
Creator's Commons
 
Lion's Arch
Rata Sum
Hub
257 Bauble Bubble + 10 Gold coin

Achievements[edit]

This achievement rewards items. Mercy of the Super Adventure Super Adventure Box: Nostalgia 5Achievement points
Open 32 Glitched Chests at the end of Super Adventure levels.One adventurer's glitch is another adventurer's game.
Reward: Glitched Weapon Box.pngGlitched Weapon Box
Opened 8 Glitched Chests 1Achievement points
Opened 32 Glitched Chests 4Achievement points

Contents[edit]

Choose one of the following:


Notes[edit]

  • The chosen item is account bound.
  • The Trading Post prices of the corresponding items are as follows:
Item Trading post (buy) Trading post (sell)
Glitched Adventure Axe.pngGlitched Adventure Axe
Glitched Adventure Dagger.pngGlitched Adventure Dagger
Glitched Adventure Focus.pngGlitched Adventure Focus
Glitched Adventure Greatsword.pngGlitched Adventure Greatsword
Glitched Adventure Hammer.pngGlitched Adventure Hammer
Glitched Adventure Longbow.pngGlitched Adventure Longbow
Glitched Adventure Mace.pngGlitched Adventure Mace
Glitched Adventure Pistol.pngGlitched Adventure Pistol
Glitched Adventure Rifle.pngGlitched Adventure Rifle
Glitched Adventure Scepter.pngGlitched Adventure Scepter
Glitched Adventure Shield.pngGlitched Adventure Shield
Glitched Adventure Short Bow.pngGlitched Adventure Short Bow
Glitched Adventure Staff.pngGlitched Adventure Staff
Glitched Adventure Sword.pngGlitched Adventure Sword
Glitched Adventure Torch.pngGlitched Adventure Torch
Glitched Adventure Warhorn.pngGlitched Adventure Warhorn

Total

Trivia[edit]

  • The cost of the bought container is a reference to an integer overflow as 257 can not be counted to in a single 8 bit variable (maximum of 2^8-1 = 255).

Gallery[edit]