Based on the Example in the Lecture Slides $($Slide $53)$: Consider the narrow aisle unit$-$load warehouse layout shown in slide $53.$ Each storage location is $4\mathrm{.}7\backslash$times $4\mathrm{.}7$ feet. The picking aisles are $5$ feet in width. Travel occurs along the dashed lines. Do not be concerned with the vertical distance traveled. Note that travel from the receiving $/$shipping point in the graph below is $16$ feet from the P$/$D point in our notes. Over one year, an average of $1,000$ pallet loads are received daily and $1,000$ pallet loads are shipped daily.

Assume continuous picking aisles of $12$ pallet positions in length $($as it is shown in slide $53)$ and a random storage policy $($i$.$e$.,$ each storage location is equally likely to be chosen for storage and for retrieval$).$ Use the equations discussed in the module to calculate the expected dual command travel distance. State your answer with $2$ decimal places.