Find the next number in the series: $6,24,60,120,\dots$

The terms of the series can be expressed in the form of $n^3-n$ for consecutive integers starting from $n=2$:
* For $n=2$: $2^3-2=8-2=6$
* For $n=3$: $3^3-3=27-3=24$
* For $n=4$: $4^3-4=64-4=60$
* For $n=5$: $5^3-5=125-5=120$

Following this logic, the next term for $n=6$ will be:

$$6^3-6=216-6=210$$