|
|
| Line 124: |
Line 124: |
|
| |
|
| ==Trivia== | | ==Trivia== |
| *During the mission [[Cayde's Stash]], Sepiks' chassis is still within [[The Devils' Lair]] and is a scannable object. | | *Sepiks Prime is the first [[Prime Servitor]] to encountered in [[Destiny]]. |
| **Despite being blown into pieces when first destroyed by Guardians in the Devil's Lair, Sepiks Prime in the mission is still intact.
| | *During [[Cayde's Stash]] mission, Sepiks' chassis is a scannable object. Despite it being blown to pieces, it is still intact. |
| *Sepiks Prime is resurrected by the [[Devil Splicers]] in ''[[Rise of Iron]]'' as [[Sepiks Perfected]], augmented by [[SIVA]], a technovirus with terrifying capabilities. | | *Sepiks Perfected is the third Prime Servitor to be rebuilt by the Fallen Houses. The first and second being [[Kaliks Reborn]] and [[Orbiks Prime]]. |
| **This makes Sepiks the third Servitor to be Reborn and the second to not bear the title of "Reborn," the second and first respectively is [[Orbiks Prime]] while the first Reborn Servitor overall is [[Kaliks Reborn]].
| | *In Sepiks Perfected strike, the elemental Captain that carry cannons have differing red and yellow health bars. |
| *Sepiks Prime is the first [[Prime Servitor]] to be featured in the [[Destiny]] franchise.
| |
| *During the battle against Sepiks Perfected when he puts up his shield, two Cannon [[Splicer Captain]]s one is the default Splicer Captain and the other one is the normal Captain model but with Splicer colors. | |
| **Strangely, when you kill the Captain, their model switches to the Splicer Captain model.
| |
| *Sepiks is one of four bosses with more than one encounter at the end of the [[Strike]] , the others being the [[Phogoth]], [[Taniks]], and [[Sekrion, Nexus Mind]].
| |
| *Despite being left as an almost encased chassis after its first death, Sepiks Perfected appears with more than half of its encasing gone.
| |
| **This could be due to the transformation it had with [[SIVA]].
| |
|
| |
|
| ==List of appearances== | | ==List of appearances== |
