Let's suppose that you have this $4\times4$ matrix:
\begin{bmatrix} 12&10&11&09\\ 16&14&15&13\\ 08&06&07&05\\ 04&02&03&01 \end{bmatrix}
And let's say that you can swap only $N$th row with $(N+1)$th row or $(N-1)$th row and Nth column with $(N+1)$th column and $(N-1)$th column.
Is it possible to swap columns and rows this way, to get "$05$" element from matrix to where is "$15$" and that everything remains the same?
(If you can find the answer, can you write it down this way: If you swap rows, say: "row $1,2$". That means you swap row $1$ with row $2$. If you swap columns, say:" columns $1,2$". That means that you swap column $1$ with column $2$)