  We find the generating function for the permutation class
$\mathcal{A}'=\text{Av}(52341,53241,52431,35142,42513,351624)$ whose
permutations index local complete intersection Schubert varieties. The method
we apply is the extension of how Albert and Brignall discover the generating
function for $\mathcal{A}=\text{Av}(4231,35142,42513,351624)$ in their paper.
This completes the enumerations of all classical permutation classes indexing
certain types of Schubert varieties.
