J13qf5o1Is2JwaTId1pnEQ==;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
- Slide Deck Instructions for Gamma.app
- Slide Content
- Slide 1: Title
- Slide 2: Welcome
- Slide 3: Month 1 Overview
- Slide 4: Week 1 - Getting Started
- Slide 5: Essential Tools
- Slide 6: Week 2 - Programming Foundations
- Slide 7: Data Structures
- Slide 8: Week 3 - Web Fundamentals
- Slide 9: Semantic HTML
- Slide 10: Responsive CSS
- Slide 11: JavaScript Basics
- Slide 12: Week 4 - Version Control
- Slide 13: Collaboration Practices
- Slide 14: Month 1 Milestone
- Slide 15: Assessment Breakdown
- Slide 16: Resources
- Slide 17: Support Available
- Slide 18: Tips for Success
- Slide 19: Next Steps
- Slide 20: Questions?
- Gamma.app Export Notes