From the following information, draw the project network. Compute the early, late, and slack times for each activity. Identify the critical path. $($Hint: Draw the finish$-$to$-$start relationships first.$)$

$\backslash$table$[[$ID$,$Duration,$\backslash$table$[[$Finish$-$to$-$Start$],[$Predecessor$]],\backslash$table$[[$Finish$-$to$-$Start$],[$Lag$]],\backslash$table$[[$Additional Lag$],[$Relationships$]],$Lag$],[$A$,5,$None,$0,$None,$0],[$B$,10,$A$,0,$None,$0],[$C$,15,$A$,0,$Start$-$finish C to D$,20],[$D$,5,$B$,5,$Start$-$start D to E$,5],[,,,,$Finish$-$finish D to E$,25],[$E$,20,$B$,0,$Finish$-$finish E to F$,0],[$F$,15,$D$,0,$None,$0],[$G$,10,$C$,10,$Finish$-$finish G to F$,10],[$H$,20,$F$,0,$None,$0]]$