$n=3$, $1=2$, $m=-3$, $s=-\frac{1}{2}$
For a given value of $n$, $1$ can be $0$ to $(n − 1)$
Hence, for $n = 3$, value of $1$ can be $2$ for a given value of $1$, $m$ can be from $− 1$ to $+ 1$.
Thus, $m$ can be $− 2$ to $+ 2$, but given $m = 3$, which is not possible.