I am doing some calculations on single oxygen atom (O) using CFOUR. According to a previous answer to this question and according to how CFOUR treats non-Abelian groups, I am considering the (O) atom to belong to the $D_{2h}$ point group. In the ZMAT input file, I should provide the OCCUPATION tag, according to the documentation, this tag the stands for the number of occupied orbitals of each symmetry type.
For the (O) atom, which has an electron configuration of $1s^22s^22p^4$ and according to the character table found in this answer I am assigning the following values OCCUPATION=2-1-1-1-0-0-0-0/2-1-0-0-0-0-0-0
. Based on what I understood the first four irreducible representations should correspond to $A_g$,$B_{3u}$,$B_{2u}$,and $B_{1u}$ in the order of $s$,$p_x$,$p_y$,$p_z$ orbitals, I have added (1) in the $\beta$ sets of orbitals since $p_x$ is holding 2 electrons with spin up and spin down. However, I have doubts in my understanding, any guidence would be appreciated.