Consider the following production process. The process consists $of34$ steps and operates $at$ a cycle time $of0\mathrm{.}61mi\frac{n}{u}$nit. Their most error prone operation $is$ step $17.$ Units are inspected $at$ the end $of$ the process. $If$ there are $288$ units $of$ inventory between step $17$ and the end $of$ the process, roughly equally distributed across the remainder $of$ the process, what $is$ the information turnaround time for a defect made $at$ step $17(in$ minutes$)?(report$ your answer $to2$ decimal places$)$