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    1 Theorems as Masterpieces
  2. Урок 2.00:31:10
    2 Mathematics before Euclid
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    3 The Greatest Mathematics Book of All
  4. Урок 4.00:31:42
    4 Euclid's Elements - Triangles and Polygons
  5. Урок 5.00:28:37
    5 Number Theory in Euclid
  6. Урок 6.00:29:16
    6 The Life and Works of Archimedes
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    7 Archimedes' Determination of Circular Area
  8. Урок 8.00:31:21
    8 Heron's Formula for Triangular Area
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    9 Al-Khwarizmi and Islamic Mathematics
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    10 A Horatio Algebra Story
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    11 To the Cubic and Beyond
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    12 The Heroic Century
  13. Урок 13.00:30:13
    13 The Legacy of Newton
  14. Урок 14.00:30:53
    14 Newton's Infinite Series
  15. Урок 15.00:31:35
    15 Newton's Proof of Heron's Formula
  16. Урок 16.00:30:39
    16 The Legacy of Leibniz
  17. Урок 17.00:31:01
    17 The Bernoullis and the Calculus Wars
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    18 Euler, the Master
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    19 Euler's Extraordinary Sum
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    20 Euler and the Partitioning of Numbers
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    21 Gauss - the Prince of Mathematicians
  22. Урок 22.00:30:55
    22 The 19th Century - Rigor and Liberation
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    23 Cantor and the Infinite
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    24 Beyond the Infinite