.com.unity Forums

.com.unity Forums (http://forum.shrapnelgames.com/index.php)
-   Dominions 2: The Ascension Wars (http://forum.shrapnelgames.com/forumdisplay.php?f=55)
-   -   Enchanted Forest formula? (http://forum.shrapnelgames.com/showthread.php?t=19303)

Master Shake June 9th, 2004 04:08 PM

Enchanted Forest formula?
 
Anyone know what the formula is for the appearence of Vinemen in a particular province? It is clearly keyed to dominion, although the presence of an actual forest doesn't seem to matter. It is highly variable from province to province even with the same dominion.

Nagot Gick Fel June 9th, 2004 05:31 PM

Re: Enchanted Forest formula?
 
Quote:

Originally posted by Master Shake:
Anyone know what the formula is for the appearence of Vinemen in a particular province? It is clearly keyed to dominion, although the presence of an actual forest doesn't seem to matter. It is highly variable from province to province even with the same dominion.
<font size="2" face="sans-serif, arial, verdana">From what I've seen I'd guess the formula is 1 to current_dominion vinemen/province each turn - where current_dominion refers to the dominion you have in the province. You need positive dominion OFC.

Maltrease June 9th, 2004 05:46 PM

Re: Enchanted Forest formula?
 
Wow!

So if you controlled 40 provences with an average dominion of 6 then you would receive somewhere between 40 and 240 vinemen a turn?

Thats a lot of fodder!

Master Shake June 9th, 2004 06:17 PM

Re: Enchanted Forest formula?
 
Quite a number of provinces received no vinemen and none of a number of Dominion 10 provinces received 10. Perhaps something more like:

(0 to current_dominion) - 1 / province

Nagot Gick Fel June 9th, 2004 06:55 PM

Re: Enchanted Forest formula?
 
Quote:

Originally posted by Master Shake:
Quite a number of provinces received no vinemen and none of a number of Dominion 10 provinces received 10. Perhaps something more like:

(0 to current_dominion) - 1 / province

<font size="2" face="sans-serif, arial, verdana">Are you sure? The one time I checked this I think received at least 1 vineman in provinces where I had positive dominion, and I'm pretty sure I've seen 6 appear in a province with a dominion of 6.

Master Shake June 9th, 2004 08:47 PM

Re: Enchanted Forest formula?
 
I know for sure that several provinces that had >5 dominion received zero vinemen. I cannot be sure that you cannot receive # vinemen = dominion, as the sample size is too small. It was just my impression that the mean number was smaller than (1+dominion)/2, and that the number with zero was significant.

[ June 09, 2004, 19:53: Message edited by: Master Shake ]

Nagot Gick Fel June 9th, 2004 09:21 PM

Re: Enchanted Forest formula?
 
Quote:

Originally posted by Master Shake:
I know for sure that several provinces that had >5 dominion received zero vinemen. I cannot be sure that you cannot receive # vinemen = dominion, as the sample size is too small. It was just my impression that the mean number was smaller than (1+dominion)/2, and that the number with zero was significant.
<font size="2" face="sans-serif, arial, verdana">You may be right. After all, I checked this only once, superficially and that was a long time ago. I remember I came to the conclusion it functioned just like the auto-longdead the PoD gets. Still, the 6 vinemen in a dominion-6 province happened in a recent test (it was in my capital and I had just cast the enchantment the previous turn) and I think at least that part is accurate.

If you still have the game, maybe you could feed us with accurate numbers if you're in the mood for. http://forum.shrapnelgames.com/images/icons/icon12.gif

[ June 09, 2004, 20:22: Message edited by: Nagot Gick Fel ]

Molog June 9th, 2004 09:31 PM

Re: Enchanted Forest formula?
 
It works probably in the same way as carrions woods gets its vinecritters. Doubt the developers would develop a completely new system every time.


All times are GMT -4. The time now is 04:28 PM.

Powered by vBulletin® Version 3.8.1
Copyright ©2000 - 2025, Jelsoft Enterprises Ltd.
Copyright ©1999 - 2025, Shrapnel Games, Inc. - All Rights Reserved.