| Elena Smurova Elena Yurievna Smurova (, born January 18, 1974 in Leningrad) is a Russian water polo player, who won the bronze medal at the 2000 Summer Olympics. She was the topscorer of the 2005 FINA Women's Water Polo World League, scoring a total number of 31 goals. Elena_Smurova
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| Elena Tokun Elena Vasilyevna Tokun (, born March 15, 1974 in Moscow) is a Russian water polo player who won the bronze medal at the 2000 Summer Olympics. Elena_Tokun
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| Irina Tolkunova Irina Ivanovna Tolkunova (, born June 2, 1971 in Moscow) is a Russian/Kazakhstani water polo player who competed in the 2000 Summer Olympics for Russia and in the 2004 Summer Olympics for Kazakhstan.In 2000 she won the bronze medal with the Russian team. Irina_Tolkunova
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| Yuliya Petrova Yuliya Sergeevna Petrova (, born May 24, 1979 in Chelyabinsk) is a Russian water polo player, who won the bronze medal at the 2000 Summer Olympics. She was named Most Valuable Player at the 2000 Women's Water Polo Olympic Qualifier in Palermo, Italy, where the Women's National Team qualified for the Sydney Olympics. Yuliya_Petrova
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| Tatiana Petrova Tatiana Vladimirovna Petrova (, born May 22, 1973 in Chelyabinsk) is a Russian water polo player who competed in the 2000 Summer Olympics and in the 2004 Summer Olympics.In 2000 she won the bronze medal with the Russian team. Tatiana_Petrova
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| Galina Rytova Galina Mikhailovna Rytova (, born September 10, 1975 in Moscow) is a Russian/Kazakhstani water polo player who competed in the 2000 Summer Olympics for Russia and in the 2004 Summer Olympics for Kazakhstan.In 2000 she won the bronze medal with the Russian team. Galina_Rytova
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| Maria Koroleva Maria Viktorovna Koroleva (, born October 16, 1974 in Chelyabinsk) is a Russian water polo player, who was part of the Bronze Medal winning team at the 2000 Summer Olympics in Sydney, Australia. Maria_Koroleva
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| Svetlana Kuzina Svetlana Vladimirovna Kuzina (, born June 8, 1975) is a Russian water polo player, who won the bronze medal at the 2000 Summer Olympics. Svetlana_Kuzina
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| Marina Akobiya Marina Dazmirovna Akobiya (, born January 12, 1975 in Volgograd) is a Russian water polo player, who won the bronze medal at the 2000 Summer Olympics. Marina_Akobiya
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| Sofia Konukh Sofia Evgenevna Konukh (, born March 9, 1980 in Chelyabinsk) is a Russian water polo player, who won the bronze medal at the 2000 Summer Olympics, the first Olympic women's tournament in history. She finished first with the Russia team at the 2006 European Championships in Belgrade, Serbia Sofia_Konukh
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| Thank You (Led Zeppelin song) "Thank You" is a song written by Robert Plant and Jimmy Page that was released by English rock band Led Zeppelin on their 1969 album Led Zeppelin II. Thank_You_(Led_Zeppelin_song)
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| Conformal gravity Conformal gravity is a generic name for gravity theories which are invariant under conformal transformations in the Riemannian geometry sense; more accurately, they are invariant under Weyl transformations where is the metric tensor and is a function on spacetime. Conformal_gravity
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| Citebase Citebase Search is an experimental, semi-autonomous citation index for the free, online research literature created by Tim Brody at the University of Southampton, UK. It harvests open access e-prints (most author self-archived) from OAI-PMH compliant archives, parses and links their references and indexes the metadata in a Xapian-based search engine. Citebase
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| The Crunge "The Crunge" is a song by English rock band Led Zeppelin from their 1973 album Houses of the Holy. It was also released as the B-side of "D'yer Mak'er". The_Crunge
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| Topological string theory Topological_string_theory
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| Bring It On Home (Sonny Boy Williamson II song) "Bring It On Home" is a song written by Willie Dixon and made famous by Sonny Boy Williamson II in 1963, featuring a simple rhythm track and interplay between vocals and harmonica. Bring_It_On_Home_(Sonny_Boy_Williamson_II_song)
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| Fractional supersymmetry In theoretical physics, fractional supersymmetry is a generalization of the notion of supersymmetry in which the minimal positive amount of spin does not have to be but can be an arbitrary for integer value of N. Such a generalization is possible in two or less spacetime dimensions. Fractional_supersymmetry
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| Seiberg–Witten gauge theory In theoretical physics, Seiberg-Witten gauge theory is a set of calculations that determine the low-energy physics moduli space and the masses of electrically and magnetically charged supersymmetric particles as a function of the moduli space.This is possible and nontrivial in gauge theory with N extended supersymmetry by combining the fact that various parameters of the Lagrangian are holomorphic functions (a consequence of supersymmetry) and the known behavior of the theory in the classical limit. Seiberg–Witten_gauge_theory
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| Tsallis entropy Tsallis entropy is a generalization of the standard Boltzmann-Gibbs entropy. It was an extension put forward by Constantino Tsallis in 1988. It is defined asor in the discrete case Tsallis_entropy
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