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01 - Number Theory and Mathematical Research.avi 274.87 MB
02 - Natural Numbers and Their Personalities.avi 274.76 MB
03 - Triangular Numbers and Their Progressions.avi 274.83 MB
04 - Geometric Progressions, Exponential Growth.avi 274.7 MB
05 - Recurrence Sequences.avi 274.79 MB
06 - The Binet Formula and the Towers of Hanoi.avi 274.72 MB
07 - The Classical Theory of Prime Numbers.avi 277.03 MB
08 - Euler's Product Formula and Divisibility.avi 274.87 MB
09 - The Prime Number Theorem and Riemann.avi 274.95 MB
10 - Division Algorithm and Modular Arithmetic.avi 274.93 MB
11 - Cryptography and Fermat's Little Theorem.avi 274.93 MB
12 - The RSA Encryption Scheme.avi 274.93 MB
13 - Fermat's Method of Ascent.avi 274.77 MB
14 - Fermat's Last Theorem.avi 274.88 MB
15 - Factorization and Algebraic Number Theory.avi 274.86 MB
16 - Pythagorean Triples.avi 274.8 MB
17 - An Introduction to Algebraic Geometry.avi 274.67 MB
18 - The Complex Structure of Elliptic Curves.avi 274.78 MB
19 - The Abundance of Irrational Numbers.avi 274.78 MB
20 - Transcending the Algebraic Numbers.avi 274.92 MB
21 - Diophantine Approximation.avi 274.71 MB
22 - Writing Real Numbers as Continued Fractions.avi 274.72 MB
23 - Applications Involving Continued Fractions.avi 274.74 MB
24 - A Journey's End and the Journey Ahead.avi 274.73 MB
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