tRtk5sfv7UaOT+t6YdQhjw==;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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