Karcasa: Difference between revisions
Jump to navigation
Jump to search
No edit summary |
mNo edit summary |
||
| Line 1: | Line 1: | ||
[[image:Karcasa.gif]] | == Description == | ||
[[image:Karcasa.gif]] | |||
==Common Location== | ==Quests Given== | ||
*[[Queen's Linen]] | |||
== Common Location == | |||
*[[Tent of the Entertainers]] | *[[Tent of the Entertainers]] | ||
== | == Services Offered == | ||
* 10,000 Mesos for flight to a random city of Victoria island | * 10,000 Mesos for flight to a random city of Victoria island | ||
==Notes== | == Notes == | ||
* If you're looking for a cheaper way back to Victoria Island, go to the [[Ariant Station Platform]] and buy a ticket to [[Orbis]] (1000 mesos). Then take another ride from Orbis back to [[Ellinia]] in Victoria Island (1000 mesos). The total trip will take a lot longer, but you'll know where you'll end up. | * If you're looking for a cheaper way back to Victoria Island, go to the [[Ariant Station Platform]] and buy a ticket to [[Orbis]] (1000 mesos). Then take another ride from Orbis back to [[Ellinia]] in Victoria Island (1000 mesos). The total trip will take a lot longer, but you'll know where you'll end up. | ||
*It isn't cheaper anymore in windia, the plane ride is 6k for the trip back to orbis and 5k for the trip back to ellina. | *It isn't cheaper anymore in windia, the plane ride is 6k for the trip back to orbis and 5k for the trip back to ellina. | ||
[[Category:NPCs - Ariant]] | [[Category:NPCs - Ariant]] | ||
Revision as of 23:37, 19 March 2009
Description
Quests Given
Common Location
Services Offered
- 10,000 Mesos for flight to a random city of Victoria island
Notes
- If you're looking for a cheaper way back to Victoria Island, go to the Ariant Station Platform and buy a ticket to Orbis (1000 mesos). Then take another ride from Orbis back to Ellinia in Victoria Island (1000 mesos). The total trip will take a lot longer, but you'll know where you'll end up.
- It isn't cheaper anymore in windia, the plane ride is 6k for the trip back to orbis and 5k for the trip back to ellina.