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Navigation Menu
- Home
- About This Course
- Site Map
- Lessons
- Lesson 1: Pythagorean Triples
- Lesson 2: Divisibility and Unique Factorization
- Lesson 3: Modular Arithmetic and Applications
- Lesson 4: Congruences
- Lesson 5: The Theorems of Fermat and Euler
- Lesson 6: The Chinese Remainder Theorem and Euler Phi Function
- Lesson 7: Prime Numbers and Sage
- Lesson 8: Primality Testing
- Lesson 9: Introduction to Public Key Cryptography
- Lesson 10: The RSA and ElGamal Cryptosystems
- Lesson 11: Primitive Roots and Discrete Logarithms
- Lesson 12: Quadratic Residues
- Lesson 13: The Law of Quadratic Reciprocity
- Lesson 14: Euler, Master of Us All
- Additional Resources
- Course Summary
- Course Activities
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