Re: pan cw : formulas for freespawns/reanimations. quite finished . with guide too
			 
             
			
		
		
		
		ok i had a faerun sp game left which i don't want to continue : 
so i did some testing there : 
my results are surprising : 
 
i had dominion strenghts 8 , growth 1 , the testing province was a wood and unburied corpses there . 
 
i had 11 lvl 3 unholy reanimators in that province too . 
 
 
after ligas formulas as far as i understood them the following should be : 
 
because of unburied corpses : 
10x(8+1+1) % chance = 100% chance for a d10 roll 
that means 1-10 freespawns 
because of forest location the same , again 1-10 freespawns . 
 
from reanimation :  
2 variants : 
lvl 3 priest/2 = 1,5  
 
variant 1 : 
rounded up to 2 : 
2+(1d2-1) = 2-3 summons per reanimation  
variant 2 : 
rounded down to 1 : 
1+(1d2-1)= 1-2 summons per reanimation  
 
 
so i should get according to ligas formulas : 
variant 1 : 24-53 new creatures in the province 
variant 2 : 13-42 new creatures in the province  
 
 
now what i did get was the following : 
i did 6 turns and each turn i got exactly 35 new creatures . 
it is in ligas formulas ranges but because the range is exactly 29 figures . 
there are many possible outcomes , at least more than 1000 , probably much more . 
now the important point though : 
the exact outcome of 35 has something like a 5-10% probability at maximum . 
even if it would be 10% probability my outcome of 35 for 6 following turns would have the following probability because the turns are independent : 
 
       6 
(0,1)  = 0.0001 %  
 
so the formula seems incorrect . 
 
i have found a very simple formula for myself now which fits very well with the outcome : 
 
 
creatures per reanimation : simply unholy priest level  
1x[10(dominionstrenghts+growth+1)] % chance for 1 freespawn because of forest 
 
1x[10(dominionstrenghts+growth+1)] % chance for 1 freespawn because of unburied corpses . 
 
 
so far the result is : 11x3 creatures through reanimation + 1 for forest + 1 because of unburied corpses = 35 . 
  
 [ July 30, 2004, 16:00: Message edited by: Boron ] 
		
	
		
		
		
		
		
		
		
		
		
	
		
			
			
			
			
				 
			
			
			
			
            
			
			
				
			
			
			
		 
		
	
	
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