Mike noticed that there are two bank tellers $($i$.$e$.,$ resources$)$ scheduled. The customers arrive at the bank at random. The first arrival is at $8$:$00$ am in the morning. The bank closes at $5$:$00$ pm$.$ Arriving customers wait in a queue $($following first$-$come first$-$serve discipline$)$ until one of the two tellers is available. Mike picked a day and observed the system for $1$ hour $(8$:$00$ am $9$:$00$ am$)$ and recorded the events happened during that time period. Please help Mike complete the following sample path. Here $8$:$00$ am is simulation clock time $0.$

Note that in the table below, the $$Q$($t$)$ and $$B$($t$)$ columns are already cumulative.