BjtIKjVGbxfDbxF4YyCpsw==;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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