Difference between revisions of "Enigma Burn II"
From Destiny 1 Wiki
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=The practical-minded dismiss philosophy. The scholarly remind them that killing is just applied ontology. | |Description=The practical-minded dismiss philosophy. The scholarly remind them that killing is just applied ontology. | ||
}} | }} | ||
− | Enigma Burn II is a level ?? [[Uncommon]] [[Helmet]]. Enigma Burn II can be | + | Enigma Burn II is a level ?? [[Uncommon]] [[Helmet]]. Enigma Burn II can be obtained by ??? |
==Perks and Upgrades== | ==Perks and Upgrades== | ||
*[[Energy Projection]] | *[[Energy Projection]] |
Revision as of 09:32, 3 August 2014
Enigma Burn II | |
---|---|
Information | |
Type | Helmet |
Level | ?? |
Item Level | 15 |
Rarity | Uncommon |
Defense | ?? |
Light | ?? |
Discipline | ?? |
Strength | ?? |
Intellect | ?? |
Acquired by | ?? |
Cost | ? |
Description | The practical-minded dismiss philosophy. The scholarly remind them that killing is just applied ontology. |
Enigma Burn II is a level ?? Uncommon Helmet. Enigma Burn II 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> |