The picture below describes a process. Letters identify each activity and digits represent the number of minutes required for one resource to perform the activity. Although they do not appear on the picture, assume a triangle between each activity $($i$.$e$.,$ an inventory of in$-$process inventory may build up between each activity$).$

$[1$ point$]$ If there were one resource assigned to each activity, the process capacity would be

A units per hour $($round to zero decimals$)$

$[1$ point$]$ Assume that a new technology is available that could double the resource for activity $($d$)$: in $6$ minutes, $2$ units could be processed instead of one. If the new technology were implemented, the process capacity would become

A units per hour $($round to zero decimals$)$