Find the odd man out from the series:\n
$$2,6,12,20,30,44,56,72,90,110$$

The correct sequence terms follow the product format pattern of consecutive integers $n\times (n+1)$:
* $1\times 2=2$
* $2\times 3=6$
* $3\times 4=12$
* $4\times 5=20$
* $5\times 6=30$
* $6\times 7=42$ (Instead of $42$, $44$ is printed here)
* $7\times 8=56$
* $8\times 9=72$

Therefore, $44$ breaks the mathematical continuity rule of the sequence.