XP Passup: Difference between revisions
imported>Arkalor |
imported>Arkalor |
(No difference)
|
Revision as of 01:47, 15 December 2011
Related topics: Level Costs, Skill Costs, Attribute Costs, Patron, Vassal
History
One of the unique game dynamics introduced by Asheron's Call on release was a patron/vassal relationship where a player can swear allegiance to another player in game who then becomes his or her patron. Originally experience earned from hunting (killing creatures) would passup as a percentage (based on the vassal's Loyalty and the patron's Leadership). A significant portion would also pass on to the grand patron or patron of the vassal's patron. Because of this dynamic it was popular during the early years to form so called experience chains. These XP chains allowed people to form long chains of vassal/patron links which helped people earn far more xp than they could hope to earn on their own. An unfortunate side effect was a diminished sense of responsibility between patrons and their vassals. Rather the relationship became more one of coequals. It became more common for experienced players to be lower in the chain as they "pushed more xp" rather than at the top nearer to the monarch of the allegiance.
In early 2004 Turbine radically revamped the xp passup system in order to increase the value of the direct patron-vassal relationship, reduce the sheer amount of experience produced by XP chains, and make experience spent on Leadership and Loyalty more valuable. Turbine released two letters to the players that gave their rationale for the changes as well as the specific details of the new implementation.
- Announcements - 2004/01 - Mirror, Mirror#Allegiance Experience
- Announcements - 2004/01 - Mirror, Mirror#Allegiance Experience Follow-Up
In late 2009 a made a further change to the passup system. Previously only xp earned from killing monsters would pass up. Large experience rewards from completing quests didn't pass up at all. Now most quest experience is passed up the same as hunting xp. There are some exceptions though, including the bonuses associated with the Facility Hub Quests.
Formula
The XP passup formula was discovered by Xerxes of Thistledown who verified its accuracy over four months of testing.
- Generated% - Percentage of XP passed to the patron through the vassal's earned XP (hunting and most quests).
- Received% - Percentage of XP that patron will receive from his vassal's Generated XP.
- Passup% - Percentage of XP actually received by patron from vassal's earned XP (hunting and most quests).
Generated%= 50.0 + 22.5 * (BLoy / 291) * (1.0 + (RT/730) * (IG/720)) Received% = 50.0 + 22.5 * (BLdr / 291) * (1.0 + V * (RT2/730) * (IG2/720)) Passup%= Gererated% * Received% / 100.0
where:
BLoy = Buffed Loyalty (291 max) BLdr = Buffed Leadership (291 max) RT = actual real time sworn to patron in days (730 max) IG = actual in-game time sworn to patron in hours (720 max) RT2 = average real time sworn to patron for all vassals in days (730 max) IG2 = average in-game time sworn to patron for all vassals in hours (720 max) V = vassal factor (1 = 0.25, 2 = 0.50, 3 = 0.75, 4+ = 1.00) (1.0 max)
Note that the generated amount is what is reported on the allegiance panel, not what you actually get (which will be less, by how much depends on the patron's stats).
Grand-Vassal Passup
Note: The equations for grand-vassal passup are speculative and have not been rigorously verified.
Generated2% - %XP to patron of vassal's Passup (grand vassal) XP Received2% - %XP that patron will receive from his vassal's Generated XP. Passup2% - %XP actually received by patron from vassal's Passup (grand vassal) XP. Generated2%= 16.0 + 8.0 * (BLoy / 291) * (1.0 + (RT/730) * (IG/720)) Received2% = 16.0 + 8.0 * (BLdr / 291) * (1.0 + V * (RT2/730) * (IG2/720)) Passup2%= Gererated2% * Received2% / 100.0 where, BLoy = Buffed Loyalty (291 max) BLdr = Buffed Leadership (291 max) RT = actual real time sworn to patron in days (730 max) IG = actual in-game time sworn to patron in hours (720 max) RT2 = average real time sworn to patron for all vassals in days (730 max) IG2 = average in-game time sworn to patron for all vassals in hours (720 max) V = vassal factor (1 = 0.25, 2 = 0.50, 3 = 0.75, 4+ = 1.00) (1.0 max) Passup% * Passup2% / 100.0.
Examples
While the formula is pretty easy to plug in the values and determine specific cases, some examples have been worked out below to show you the ranges for manipulating some of the variables to save you the time for some of the more common scenarios.
Description | Loyalty | Leadership | Real Days Sworn | Game Hours Sworn | Average of All Vassals (Real Days) | Average of All Vassals (Game Hours) | Vassals | Generated | Received | Passup |
---|---|---|---|---|---|---|---|---|---|---|
Everything Maxed | 291 | 291 | 730 | 720 | 730 | 720 | 4 | 95% | 95% | 90.3% |
Nothing Maxed | 0 | 0 | 0 | 0 | 0 | 0 | 1 | 50% | 50% | 25% |
Maxed with 1 Vassal | 291 | 291 | 730 | 720 | 730 | 720 | 1 | 95% | 78.1% | 74.2% |
Maxed with 2 Vassals | 291 | 291 | 730 | 720 | 730 | 720 | 2 | 95% | 83.4% | 79.6% |
Maxed with Untrained Leadership | 291 | 60 | 730 | 720 | 730 | 720 | 2 | 95% | 59.3% | 56.3% |
Moderate values | 200 | 200 | 360 | 360 | 360 | 360 | 2 | 69.3% | 61.5% | 42.6% |
Maxed Skills and Vassals with No Time Sworn | 291 | 291 | 0 | 0 | 0 | 0 | 4 | 72.5% | 72.5% | 52.6% |
Maxed Skills and 1 Vassal with No Time Sworn | 291 | 291 | 0 | 0 | 0 | 0 | 4 | 72.5% | 55.6% | 40% |
Maxed Loyalty and 1 Vassal with No Time Sworn | 291 | 60 | 0 | 0 | 0 | 0 | 1 | 72.5% | 51.2% | 37.1% |
Maxed Leadership and 1 Vassal with No Time Sworn | 60 | 291 | 0 | 0 | 0 | 0 | 1 | 54.6% | 55.6% | 30.4% |
Maximum Passup Per Login
There is a limit to the amount of passup xp that can be earned while logged out of 4,294,967,295xp. Once you have earned that much, you won't earn any more passup until you log in to restart the counter (any xp passed up after you hit the limit is lost as long as you remain logged out). Think of it as a cup, that fills up when you are logged out, and each time you log in it empties the cup. If the cup fills up while logged out, any excess spills over and is lost.