A company wants to dismantle a pyramid-shaped structure as shown in the following figure: Conditions: - The numbers in each block represent the time in business days it takes to dismantle the section. - A block cannot be lifted without having completely removed the block(s) directly above it. - The company only works from Monday to Friday from 8:00 a.m. to 5:00 p.m. Apply and adapt the concepts of the Critical Path Technique (CPM) in a computational tool such as MS Project / Project Libre to answer the following numerals: a) What activities make up the critical path of this project, based on the CPM technique and the network diagram with activities in the nodes (AON)? b) How long will the project to dismantle the structure take, express the duration in business days? c) Determine the total slack and free slack values for each of the project activities. Report a summary of the project with the start and completion times of each activity (ES, EF, LS, LF), as well as the calculated free float and free slack. d) If operations begin next Monday, on what calendar date will the project be completed? e) What procedure is required to include resource allocation in the tool you are using? - Explain the procedure, it is not necessary to apply it to this problem. To solve this problem you must use some computational tool such as MS Project / Project Libre