Alright, I'm posting this so that everyone can become more familiar with the formula but also to have some discussion that may improve the accuracy of a few of the numbers and have someone double check the end product.
Corruption=100 * [(Corruption from Distance, D) * (Corruption from Gov. type, G) * (Bonus factor from corruption improvements, B)* + (Nation Size Modifier, N)] * (Trade Network Factor, T)
SO...
Corruption = 100*[D*G*B+N]*T where...
D = [(3.6)*(Distance from Capital)]/Map Dimension
...standard map is 100x100 = 100 for Map Dim.
G = 1.0 under Despotism
B = 0.5^b
b = number of corruption reducing improvement; WLTKD adds 1 to this exponent
N = (Rank in ascending distance from capital) * (2*Modified Optimal City No.)
since we are under the MOCN limit
T = 1.0 if city is unconnected by trade network
0.85 if other
This can all be found in the Strat forum, as E_T pointed out in another thread and also at civfanatics.com under the Reference section. Anyway, for Pamplona I get (and feel free to double check this)...
C = 100 *([3.6*(5.65685)/100] * [1.0] * [0.5^0] + [2/(2*18)]) * [1.0]
C = roughly 25.92% corruption
note: this reduces to roughly 22% corruption with a trade network in place
Some notes on the numbers...
18 = MOCN
0.5^0 =1.0 (the zero exponent represents no corruption reducing improvements at this time)
5.65685 = Pamplona's distance from the capital; I am not aware of how to round this. Civfanatics.com info states that Distance corruption calculates in terms of geographic reality and means that, if one side of a square tile represents 100 miles or 1 if you want, then the hypotenuse is 1.4142 or 141.42 miles... Multiplying this number times 4 in the case of Pamplona yields the number in the formula. Whether it should be rounded, whether it is even correct for that matter, are up for debate. In diagonal directions it is easy to figure, but not in the veritcal and horizontal.
On a sidenote for Señor Arnelos, the Corruption distance part of the formula for the capital assumes that the Madrid is one tile away from itself. This is why the capital experiences some degree of corruption.
Corruption=100 * [(Corruption from Distance, D) * (Corruption from Gov. type, G) * (Bonus factor from corruption improvements, B)* + (Nation Size Modifier, N)] * (Trade Network Factor, T)
SO...
Corruption = 100*[D*G*B+N]*T where...
D = [(3.6)*(Distance from Capital)]/Map Dimension
...standard map is 100x100 = 100 for Map Dim.
G = 1.0 under Despotism
B = 0.5^b
b = number of corruption reducing improvement; WLTKD adds 1 to this exponent
N = (Rank in ascending distance from capital) * (2*Modified Optimal City No.)
since we are under the MOCN limit
T = 1.0 if city is unconnected by trade network
0.85 if other
This can all be found in the Strat forum, as E_T pointed out in another thread and also at civfanatics.com under the Reference section. Anyway, for Pamplona I get (and feel free to double check this)...
C = 100 *([3.6*(5.65685)/100] * [1.0] * [0.5^0] + [2/(2*18)]) * [1.0]
C = roughly 25.92% corruption
note: this reduces to roughly 22% corruption with a trade network in place
Some notes on the numbers...
18 = MOCN
0.5^0 =1.0 (the zero exponent represents no corruption reducing improvements at this time)
5.65685 = Pamplona's distance from the capital; I am not aware of how to round this. Civfanatics.com info states that Distance corruption calculates in terms of geographic reality and means that, if one side of a square tile represents 100 miles or 1 if you want, then the hypotenuse is 1.4142 or 141.42 miles... Multiplying this number times 4 in the case of Pamplona yields the number in the formula. Whether it should be rounded, whether it is even correct for that matter, are up for debate. In diagonal directions it is easy to figure, but not in the veritcal and horizontal.
On a sidenote for Señor Arnelos, the Corruption distance part of the formula for the capital assumes that the Madrid is one tile away from itself. This is why the capital experiences some degree of corruption.

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