Let's assume that there is a process design in which fruit juice is produced in glass bottles. The boundary contains the following activities; $-$clean

$-$check the bottle

$-$fill

$-$put the lid

$-$label. The following conditions are the needs of process engineers.

If the checked bottle is not clean enough, it should be resent to cleaning process at most $3$ times. In the case of $3^{rd}$ cleaning process is completed for a bottle and it is not clean enough still for filling, the bottle must be sent to disposal.

If a bottle is passed checks, then it is directly transferred to filling, and completes the process that are given in the rest.

It should be noted that between fill and put the lid stages, each filled bottle waits $5$ minutes to prevent bubbling in the beverage.

$(100$ points$)$ Develop an IDEF$0$ for the given case.