Fortissimo Space is Paracompact

Theorem
Let $T = \left({S, \tau_p}\right)$ be a Fortissimo space.

Then $T$ is a paracompact space.

Proof
Let $\mathcal C$ be an open cover of $T$.

Let $U_p \in \mathcal C$ be an open set in that cover which contains $p$.

All the points of $S \setminus U_p$ are open points by definition of Fortissimo space.