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{{Formula
{{Formula
|Title=Trigger rate formula
|Title=Trigger rate formula
|Math=\text{Trigger %}_\text{Cut-in} = \dfrac{\lfloor 15 + \text{Mod}_\text{Luck1} + \text{Mod}_\text{Luck2} \times \sqrt{\text{Level}} + \text{Modifiers}\rfloor}{\text{Base}_\text{attack}} \times 100
|Math=\text{Trigger %}_\text{Cut-in} = \dfrac{\lfloor 15 + \text{Mod}_\text{Luck1} + \text{Mod}_\text{Luck2} \times \sqrt{Level} + \text{Modifiers}\rfloor }{\text{Base}_\text{attack} } \times 100
|Var=If the Ship's Luck {{Luck}} stat is less than 50:
|Var=If the Ship's Luck {{Luck}} stat is '''less than 50''':
**<math>\text{Mod}_\text{Luck1} = \text{Luck}</math>
**<math>\text{Mod}_\text{Luck1} = \text{Luck}</math>
**<math>\text{Mod}_\text{Luck2} = 0.75</math>
**<math>\text{Mod}_\text{Luck2} = 0.75</math>
*If the Ship's Luck {{Luck}} stat is 50 or greater.:
*If the Ship's Luck {{Luck}} stat is '''50 or greater''':
**<math>\text{Mod}_\text{Luck1} = 50 + \sqrt{ \left( \text{Luck} - 50 \right) }</math>
**<math>\text{Mod}_\text{Luck1} = 50 + \sqrt{ \left( \text{Luck} - 50 \right) }</math>
**<math>\text{Mod}_\text{Luck2} = 0.80</math>
**<math>\text{Mod}_\text{Luck2} = 0.80</math>
*<math>\text{Modifiers}</math> is the sum of various equipment modifiers (''see the below table for value).
*<math>\text{Modifiers}</math> is the sum of various equipment modifiers (''see the below table for value).
**Modifiers change based on the cut-in that is being used.
**Modifiers change based on the cut-in that is being used.
**Modifiers can affect the enemy fleet.
**Modifiers can affect the enemy fleet.
*<math>\text{Base}_\text{attack}</math> is the Value used by each type of Cut-in. See the above tables for value.
|Notes=The effect of {{Luck}} over 51 is negligible due to diminishing returns, thus going above such value is generally discouraged.
|Notes=The effect of {{Luck}} over 51 is negligible due to diminishing returns, thus going above such value is generally discouraged.
* The formula used above was datamined from KanColle Kai and is corroborated by test results in the browser version.
* The formula used above was datamined from KanColle Kai and is corroborated by test results in the browser version.
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