Problem $2.$ The Fort Myers Beach pier will be rebuilt. With a length of $600ft,$ work will be done based on the activities delailed below done per stations at your discretion. Historical rates and estimated times are given in Table $2$a$.$ Draw a linear schedule that represents the mork plarined in the project. However, be sure that at any point there is a time buffer that is at lest $2$ weeks or more.

The following actitivites define the projected schedule:

$\backslash$table$[[$Table $27],[$Actirity$,$Duration,Rate$],[$Sike Prep,$3$ woeks,$],[$Piles$,$fir,$120$ k $12$ reeks$],[$Piers$,,$sof frweak$],[$Deck$,$to wesks,$],[$Rsiling$,4$ weeks,$],[$Lighting$,,150$ftiresk$],[$Finishes$,2$ wosks,$]]$

When does the project finish?

What is the longest time buffer?

What is the minimum epses butfer