Suppose that resources $($i$.$e$.$ team members$)$ are generic, i$.$e$.$ each resource can work on each task, but the different tasks require a different amount of resources, as shown in the following table:

Work$-$Breakdown$-$Structure and Task Duration Estimates with Generic Resources

Task Predecessor Duration $($days$)$ # of Resources

A $-25$

B A $43$

C A $32$

D B $26$

E B $54$

F C $44$

G D $43$

H E$,$F $63$

I G$,$H $22$

Your boss asks you how many resources she should assign to support the project, i$.$e$.$ :

What would be the optimal minimum amount of resources you need to have available on any day during the project that would allow you to complete the project without delays $$ and how long will it take?