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U.S.A. mathematical olympiads, 1972-1986
by Murray S. Klamkin, Mathematical Association of America
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Chess Olympiads, Chess Olympiad, 36th Chess Olympiad, 37th Chess Olympiad, 8th Chess Olympiad, 34th Chess Olympiad, 32nd Chess Olympiad
Source: Wikipedia. Pages: 176. Not illustrated. Free updates online. Purchase includes a free trial membership in the publisher's book club where you can select from more than a million books without charge.
by Books, LLC
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Teaching Fundamentals Concepts of Informatics, 4th International Conference on Informatics in Secondary Schools - Evolution and Perspectives, ISSEP 2010, Zurich, Switzerland, January 13-16, 2010, Proceedings
2.2 The IOI Conference on Olympiads in Informatics The IOI community consists of about 80 participating countries. We face mainly the same problems: how many of the countries have national olympiads in informatics?
by Juraj Hromkovič
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Chemistry Olympiads 1997-2009 Preparatory Problems
This book contains the preparatory problems (without solutions) from Chemistry Olympiads from 1997 to 2009.
by V. Simeonova, N. Nenov
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The Chronology of history, containing tables, calculations and statements, indispensable for ascertaining the dates of historical events and of public and private documents from the earliest period to the present time
I. THE OLYMPIADS. J. he era of the OLYMPIADS, so called from its having originated from the Olympic games, which occurred every fifth year at Olympia, a city in Elis, is the most ancient and celebrated method of computing time.
by Sir Nicholas Harris Nicolas
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XXX International Physics Olympiad, Padova, Italy, Official report
by Italian Physics Olympiads
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The times of Daniel, chronological and prophetical
TO CHAPTER X. OLYMPIADS. ArPEHDlX II. Crostwalte's Synchronology, p. 233. P. 9. I am not competent, nor in any way ... It is necessary only for me to state, that the Olympiads were not used as an era until a late date : " The Olympian ...
by George Montagu (6th duke of Manchester.)
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Chess Olympiads
Chapter 7 MUNICH, 1936-THE EXTRA OLYMPIAD The German Chess Federation wanted to organise an Olympiad as a counterpart to the Olympic Games at Berlin in 1936. Munich was chosen to be the venue — for the local chess club was celebrating ...
by Walter Árpád Földeák
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International mathematical olympiads, 1978-1985 and forty supplementary problems
A compilation of problems of arresting ingenuity given to high school students competing in the International Mathematical Olympiads.
by Murray S. Klamkin
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Recreations in mathematics and natural philosophy ...
To convert years of the Olympiads into years of thi Christian ara, and vice verfi. i st. To solve this problem, subtract unity from the number of the olympiads, and multiply the remainder by 4 ; then add to the product the number of ...
by Jacques Ozanam, Jean Etienne Montucla
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