Too Loose Latreck Industries is considering a computer subsystem that can be modeled as an $\mathrm{H}_2 / \mathrm{M} / 2$ queueing system. Too Loose finds that the interarrival time can be modeled as an $\mathrm{H}_2$ distribution constructed by Algorithm 3.2.2 with $C_\tau^2=64$ and $E[\tau]=1$ dnoces (a dnoces, that is both singular and plural, is a proprietary time unit of the company). Suppose $W_s=1.8$ dnoces so that $\rho=0.9$. Calculate $\omega, D, W_q, W_q[300]$, and $W[300]$.