Study the given number series carefully and identify the term that does not follow the pattern. Choose the wrong number in the series from the given options:
$$2,6,30,215,2310,30030$$

Let's look at the multiplication factor of consecutive prime numbers starting from $2$:
First term = $2$
Second term = $2\times 3=6$
Third term = $6\times 5=30$
Fourth term should be = $30\times 7=210$
Fifth term should be = $210\times 11=2310$
Sixth term should be = $2310\times 13=30030$

In the given series, the fourth term is provided as $215$ instead of $210$. Thus, $215$ is the wrong number.