Find the odd one from the following:

Let us check the mathematical properties of each number:
* $4096=16^3$ (Perfect cube of $16$)
* $4913=17^3$ (Perfect cube of $17$)
* $5832=18^3$ (Perfect cube of $18$)

However, $3380$ is not a perfect cube. The cube of $15$ is $15^3=3375$. Therefore, $3380$ does not fit the pattern of being a perfect cube of an integer.