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Chinese mathematicians use right angle theory
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Babylonian tablet containing Pythagorean triples
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Babylonians discover proof of Pythagorean Theorem
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India's Sulvasutras compositions show Indian use of Pythagorean Theorem
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Pythagorus born in Samos
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Pythagorus and his followers credited with discovering and proving Pythagorean Theorem
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The Chinese version of Pythagorean Theorem, Gouga Theorem, discovered
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Euclid proves Pythagorean theorem in Book 1, Proposition 47
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Egyptian text mentioning use of Pythagorean Theorem
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Chinese text on history of mathematics shows proof of Pythagorean, or Gouga, Theorem
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Diophantus introduces equations that only have integral solutions
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Leonardo da Vici proves Pythagorean Theorem
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Pierre de Fermat is born in France
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Fermat's Last Theorem published after his death by his son. Theorem was discovered with no proof in the margin of a textbook.
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Based on Fermat, Euler conjectured that the number of terms on the left must equal power of exponents.
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Euler initiates a search of Fermat's home looking for clues to solve his theorem.
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Sophie Germain attempts but fails to solve theorem. Work does spawn new mathematical research.
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United states President James Garfield provides new proof of Pythagorean Theorem
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P. Manion reviews Clausen’s work labeling it “the method of equal coefficients”.
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12 year-old Einstein discovers proof of Pythagorean Theorem
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Elisha Scott Loomis publishes book with 371 categorized proofs of Pythagorean theorem
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Conjecture that elliptical fields are related to modular forms
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Kenneth Ribet discovered that if one could be proven, the other could be proven too.
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Dr. Andrew Wiles submits proof of Fermat's Last theorem after seven years of research