QjE82K6uSU6aybLcq1sDCw==;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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