Converse of congruence condition for Sylow numbers for the prime two

Statement
Suppose $$m$$ is an odd natural number. Then, there exists a finite group where the number of $$2$$-Sylow subgroups is $$m$$.

Related facts

 * Converse of congruence condition for prime power Sylow numbers
 * Congruence condition for Sylow numbers

Proof idea
We take the dihedral group of order $$2m$$.