Installation Guide
These are the standard installation instructions for GRANTA EduPack 2020 and higher version and GRANTA EduPack Introductory.
System requirements
To install GRANTA EduPack , you will need:
• A compatible Microsoft® Windows® operating system
o Windows 8.1 or 10
o 32-bit or 64-bit
• 4 GB of RAM
• 4 GB of hard disk space
View the full list of system requirements
See the installation guide in the Olympe directory>>> EduPack 2020 Installation Guide.pdf
- ❖ Double-click the installer edupack_setup.2020.exe to run it.
- You will need to be connected to the Internet and your institution’s network. ❖ Enter the name and port number for your license server.(siclic1.epfl.ch, 1055)
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)
- This should have been given to you alongside the installation package by your instructor or IT admin; contact them if you have problems with this step. ❖ Continue to follow the on-screen instructions to finish installing.
- www.grantadesign.com/education
- We welcome your feedback on this document. You can let us know if anything is unclear,