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→Evasion Formulas: Pointed out by Fong
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The various capped evasion formulas to calculate the final evasion rate is as follows:
The various capped evasion formulas to calculate the final evasion rate is as follows:
−* <math>\text{Evasion}_\text{base} > 40: \text{Evasion}_\text{cap} = \text{Evasion}_\text{base}</math>
+* <math>\text{Evasion}_\text{base} < 40: \text{Evasion}_\text{cap} = \text{Evasion}_\text{base}</math>
* <math>40 < \text{Evasion}_\text{base} < 65: \text{Evasion}_\text{cap} = \lfloor 40 + 3\sqrt{\text{Evasion}_\text{base} - 40} \rfloor</math>
* <math>40 < \text{Evasion}_\text{base} < 65: \text{Evasion}_\text{cap} = \lfloor 40 + 3\sqrt{\text{Evasion}_\text{base} - 40} \rfloor</math>
* <math>\text{Evasion}_\text{base} > 65: \text{Evasion}_\text{cap} = \lfloor55 + 2\sqrt{\text{Evasion}_\text{base} - 65}\rfloor</math>
* <math>\text{Evasion}_\text{base} > 65: \text{Evasion}_\text{cap} = \lfloor55 + 2\sqrt{\text{Evasion}_\text{base} - 65}\rfloor</math>
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'''Important Notes'''
'''Important Notes'''
* The speed of the fleet is supposed to play a role in evasion. Currently, said increase is either nonexistent or too small to test.
* The speed of the fleet is supposed to play a role in evasion. Currently, said increase is either nonexistent or too small to test.
−=Special Cases=
=Special Cases=