Difference between revisions of "Cold Mantis 1.9d"

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m (Text replacement - " can be obtained by ????." to " can be purchased from Queen's Emissary for 3000 Glimmer.")
m (Text replacement - "can be purchased from Queen's Emissary for 3000 Glimmer." to "can be obtained by ???")
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|Description="Your job on the fireteam is to answer the question 'Can we kill that thing?' Make sure the answer is always yes."
 
|Description="Your job on the fireteam is to answer the question 'Can we kill that thing?' Make sure the answer is always yes."
 
}}
 
}}
Cold Mantis 1.9d is a level ?? [[Rare]] [[Gauntlets]]. Cold Mantis 1.9d can be purchased from [[Queen's Emissary]] for 3000 [[Glimmer]].
+
Cold Mantis 1.9d is a level ?? [[Rare]] [[Gauntlets]]. Cold Mantis 1.9d can be obtained by ???
 
==Perks and Upgrades==
 
==Perks and Upgrades==
 
*[[Illumination]]
 
*[[Illumination]]

Revision as of 11:46, 3 August 2014

Cold Mantis 1.9d
Cold Mantis 1.9d
Information
Type Gauntlets
Level  ??
Item Level 40
Rarity Rare
Defense  ??
Light  ??
Discipline  ??
Strength  ??
Intellect  ??
Acquired by  ??
Cost  ?
Description "Your job on the fireteam is to answer the question 'Can we kill that thing?' Make sure the answer is always yes."

Cold Mantis 1.9d is a level ?? Rare Gauntlets. Cold Mantis 1.9d can be obtained by ???

Perks and Upgrades


Tips and Tricks

Images


Helmets
<DPL>

category = Helmets mode = inline ordermethod = sortkey order = ascending </DPL>

Chest Armor
<DPL>

category = Chest Armor mode = inline ordermethod = sortkey order = ascending </DPL>

Gauntlets
<DPL>

category = Gauntlets mode = inline ordermethod = sortkey order = ascending </DPL>

Leg Armor
<DPL>

category = Leg Armor mode = inline ordermethod = sortkey order = ascending </DPL>

Titan Marks
<DPL>

category = Titan Marks mode = inline ordermethod = sortkey order = ascending </DPL>

Hunter Cloaks
<DPL>

category = Hunter Cloaks mode = inline ordermethod = sortkey order = ascending </DPL>

Warlock Bonds
<DPL>

category = Warlock Bonds mode = inline ordermethod = sortkey order = ascending </DPL>

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