RX8vcR9BqNuHOq9BRDkDhA==;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Activities before moving to your first 2 weeks
- Step -1: Document Checklist prior to moving
- Step 0: Finding a place to live
- Step 1: Register residence (and certificate of good conduct)
- Step 2: Signing your contract
- Step 3: Enrolment (students only)
- Step 4: Post-contract signing Bureaucracy
- Step 5: Health & Safety and Office Key
- Step 6: Read the group documentation
- Step 7: IT Setup
- Step 8: DPG Membership
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Activities for your first month
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Additional/Optional useful activities
- Step 12: For Linux beginners, work through the Linux Tutorial
- Step 13: Learn about note-taking, managing references, and To-Do lists
- Step 14: Basic Git/GitHub Tutorial
- Step 15: Software Development and Python Tutorial
- Step 16: Work through one of the Electronic Structure Tutorials
- Step 17: Atomic Simulation Environment Tutorial
- Step 18: Julia Programming Language Tutorials