It is known that corrupted items cannot be altered with currency items. Does this apply also to quality?
Can I upgrade quality of a corrupted gem with a GCP? Can I upgrade quality of a weapon with a whetstone?
asked Oct 7, 2014 at 9:10
Add a comment
|
1 Answer
Yes, you cannot alter a Corrupted Gem with GCP (Gemcutter's Prism).
Because an item's quality is an alternation that boosts the damage/armor/etc. of an item, it cannot be used on Corrupted Gems.
answered Oct 7, 2014 at 10:16
Not the answer you're looking for? Browse other questions tagged or ask your own question.
Hot Network Questions
- lean4: usage for sorry vs admit
- What if a potential employer knows that you are working on a stealth startup on the side?
- Creates class and makes animals, then print bios
- What does "Look out, old ferret!" mean?
- closed form for an alternating cosecant sum
- tcolorbox for latex code with texlive 2023
- Could the shuttle have avoided the umbilical plate if the LH2 and LOx had been piped directly to the nozzles?
- Why are languages commonly structured as trees?
- How does a simulacrum deal with complications?
- Is there a reason that the McCallister house has a doggie door?
- how i can move collection object on a single axis with geonode with proximity
- Why is there a difference between the ma-def2-tzvp basis set used in ORCA and downloaded from official website?
- Isomorphism-invariance and categorical properties in Set
- Can you achieve 3 attacks using Dual Wield [Feat], light weapons, and nick?
- What has this figure to do with the Pythagorean theorem?
- Is it possible to solve this non-linear integer programming problem with Mathematica?
- Why electrophile doesn't attack COO- in 4-pentenoic acid?
- The Clara font family removes bolded characters sequence
- Is there a word describing a time interval that would be an antonym to "delay"?
- Meaning/origin of the German term "Schließungssatz"
- Closed formula for the factorial over naturals
- Is there a classical Lagrangian system with essentially no cyclic coordinates?
- Graphs of 1/|x| and sin(1/x) does not look good
- Projective automorphisms of a plane cubic curves