Sum of Digits in Base- $2$

The binary expansion of the integer $23$ is $10111_2$ . The sum of digits in the binary expansion of $23$ is, $s_{23} = (1+0+1+1+1)=4.$

Find the sum of all positive integer $n \leq 100$ such that─ $\large s_{(2n-1)} \neq s_{\color{#20A900}n} + s_{\color{#3D99F6} (n-1)}$

Note : $2n-1 = {\color{#20A900}n} + {\color{#3D99F6}(n-1)}$ .

Assumption : If you think, there is no such $n$ , submit $0$ as answer.