Talk:Multishot/@comment-190.58.17.52-20190411045021

For those who were wondering how status chance works on regular guns, they take a regular geometric series with each term (status chance) being determined by its term position (% multishot) through the formula Tn= ''[A(r^n - 1)]/(r-1). ''The n is supposed to be a subscript but otherwise this is your formula A is your first term (base status chance) r is your Common ratio T is your status chance after multishot n is the number of bullets or total %multishot To get the common ratio, i divided a known status chance value affected by a percentage of multishot (preferably somewhere to the nearest %100) by the base status chance. For example, Akstilleto has a status chance of 30% (0.3), the common ratio for its multishot is 0.7. the status chance when it fires 3 bullets (300% multishot) is T(3) = (0.3) (0.7^3 - 1) / (0.7 - 1) = 65.7%