Oleg Perepetchonov

Oleg Alexandrovitch Perepetchonov (em russo: Олег Александрович Перепечёнов; 6 de setembro de 1975, em Tashkent, Uzbequistão)[1] é um halterofilista da Rússia.

Oleg Perepetchonov inicialmente ganhara medalha de bronze em halterofilismo nos Jogos Olímpicos de 2004 na categoria até 77 kg, com 365 kg no total combinado (170 no arranque e 195 no arremesso), atrás do turco Taner Sagir com 375 kg (172,5+202,5) e do cazaque Serguei Filimonov com 372,5 kg (172,5+200). Mas em 12 de fevereiro de 2013, o Comitê Olímpico Internacional cassou a medalha de Perepetchonov por ter sido constatado clenbuterol em novo exame antidoping.[2]

Ele foi por duas vezes vice-campeão mundial e ainda por duas vezes campeão europeu.

Quadro de resultados[3]

Ano Competição Lugar Total Posição Arranque Posição Arremesso Posição Classe de peso
1995 Campeonato Europeu Júnior Riesa 312,5 kg 3. 140 kg 3. 172,5 kg 2. –70 kg
1997 Campeonato Mundial Chiang Mai 342,5 kg 6. 155 kg 7. 187,5 kg 6. –76 kg
1998 Campeonato Europeu Riesa 355 kg 4. 157,5 kg 6. 197,5 kg 2. –77 kg
1998 Campeonato Mundial Lahti Sem marca 160 kg 8. –77 kg
1999 Campeonato Mundial Atenas 345 kg 17. 152,5 kg 19. 192,5 kg 12. –77 kg
2000 Campeonato Europeu Sofia 340 kg 9. 150 kg 12. 190 kg 6. –77 kg
2001 Campeonato Europeu Trenčín 375 kg 1. 165 kg 1. 210 kg 1. –77 kg
2001 Campeonato Mundial Antália 360 kg 2. 160 kg 4. 200 kg 2. –77 kg
2002 Campeonato Europeu Antália 360 kg 4. 165 kg 3. 195 kg 4. –77 kg
2002 Campeonato Mundial Varsóvia 367,5 kg 2. 165 kg 4. 202,5 kg 1. –77 kg
2004 Jogos Olímpicos * Atenas 365 kg DSQ 170 kg 195 kg –77 kg
2005 Campeonato Mundial Doha 380 kg 4. 175 kg 2. 205 kg 5. -85 kg
2006 Campeonato Mundial Santo Domingo Sem marca 198 kg 1. –77 kg
2007 Campeonato Mundial Chiang Mai 353 kg 6. 163 kg 3. 190 kg 8. –77 kg
2008 Campeonato Europeu Lignano Sabbiadoro 362 kg 1. 164 kg 2. 198 kg 2. –77 kg
2008 Jogos Olímpicos * Pequim 354 kg 5. 162 kg 192 kg –77 kg

* Nos Jogos Olímpicos as medalhas são dadas somente para o total combinado

Quadro de recordes
Ele definiu dois recordes mundiais na categoria até 77 kg — um no arremesso e um no total combinado, que foram:[4]

Data Disciplina Marca Classe de peso Lugar
27.4.2004 Arremesso 210 kg –77 kg Trenčín
27.4.2004 Total 375 kg –77 kg Trenčín


Referências

  1. ↑ «Oleg Perepechonov» (em inglês). www.sports-reference.com. Consultado em 22 de abril de 2012 
  2. ↑ International Olympic Committee (12 de fevereiro de 2013). «Recommendations Regarding Oleg Perepetchenov» (PDF) 
  3. ↑ «Perepetchonov Oleg (RUS)» (em alemão). www.iat.uni-leipzig.de. Consultado em 22 de abril de 2012 
  4. ↑ Gottfried Schödl. «IWF annual book 2007» (PDF) (em inglês). www.iwf.net. Consultado em 2 de abril de 2011 

Read other articles:

Daftar nama orang yang mengandung angka

Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Daftar nama orang yang mengandung angka – berita · surat kabar · buku · cendekiawan · JSTOR Berikut adalah daftar nama orang yang mengandung angka. Bukan tokoh fiksi Umum Indonesia Ada kebiasaan untuk me...

 

Perang Turki Panjang

Perang PanjangPerang Lima Belas Tahun di HungariaBagian dari Peperangan Utsmaniyah-HabsburgPertempuran KeresztesTanggal29 Juli 1593–11 November 1606(13 tahun, 3 bulan, 1 minggu dan 6 hari)LokasiHungaria, Wallachia, BalkanHasil Perdamaian ZsitvatorokPihak terlibat  Kekaisaran Romawi Suci Monarki Habsburg  Saxony Kerajaan Hungaria[1] Kerajaan Kroasia[1] Transilvania  Wallachia  Moldavia  Spanyol Cossack Zaporozhia Ha...

 

Topolino (libretto)

TopolinoLogoStato Italia Linguaitaliano PeriodicitàMensile (1949-1952)Quindicinale (1952-1960)Settimanale (dal 1960) Generefumetto Formato12,5 × 18[1] cm FondatoreMario Gentilini Fondazione7 aprile 1949 Inserti e allegatiEdizioni speciali e gadget vari Sedevia Lampedusa, 13/C Milano EditoreArnoldo Mondadori Editore (1949-1988)The Walt Disney Company Italia (dal 1988)Panini Comics (dal 2013) Tiratura512 538[2] (gennaio - dicembre 2022) Diffusione cartacea338 31...

Béarnaise (race bovine)

Vous lisez un « article de qualité » labellisé en 2019. Pour les articles homonymes, voir Béarnaise. Béarnaise Des béarnaises à Lourdios-Ichère. Région d’origine Région Béarn en France Caractéristiques Taille Grande à moyenne Robe Unie froment Autre Diffusion Locale, race préservée Utilisation Mixte modifier  La béarnaise est une race bovine française, originaire du Béarn dans les Pyrénées, vouée à un élevage mixte pour la production de lait et de via...

 

Maximum Effort

Film production company founded by Ryan Reynolds and George Dewey For the song, see Deadpool (soundtrack). Maximum Effort ProductionsLogo used since 2020IndustryFilm, television, advertisingFounded2018Founder Ryan Reynolds George Dewey HeadquartersNew York City, U.S.[1]Key peopleRyan Reynolds (co-founder, president)George Dewey (co-founder)Ashley Fox (co-president)Johnny Pariseau (co-president)James Toney III (CSO)Websitemaximumeffort.com Maximum Effort Productions[2] is a fi...

 

Sendok madu

Sebuah sendok madu kayu Penggunaan sendok madu Sendok madu adalah sebuah alat dapur yang dipakai untuk mengumpulkan cairan kental (biasanya madu) dari sebuah wadah, yang kemudian dipindahkan ke tempat lainnya. Alat tersebut biasanya terbuat dari kayu.[1] Referensi ^ Pierce, Kerry (2002). The Wood Stash Project Book. Popular Woodworking Books. p. 41, Project 5: Two Honey Dippers. ISBN 1558706003. [pranala nonaktif permanen]

Common grackle

Species of bird Common grackleTemporal range: Pleistocene–present PreꞒ Ꞓ O S D C P T J K Pg N ↓ Conservation status Near Threatened  (IUCN 3.1)[1] Secure  (NatureServe)[2] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Aves Order: Passeriformes Family: Icteridae Genus: Quiscalus Species: Q. quiscula Binomial name Quiscalus quiscula(Linnaeus, 1758) Approximate range in North America  Breeding range ...

 

Yusof Haslam

Malaysian actor and filmmaker In this Malay name, there is no surname or family name. The name Md Haslam Khan is a patronymic, and the person should be referred to by their given name, Mohd Yusof. Yang Berbahagia DatukYusof HaslamPJN AMNيوسف حسلام‎BornMd. Yusof bin Md. Haslam (1954-04-24) 24 April 1954 (age 70)Kuala Lumpur, Federation of Malaya (present-day Malaysia)Other namesDYHEducationSMK Aminuddin Baki, Kuala LumpurOccupation(s)Actor, film director, screenwri...

 

Trevor Gleeson

Australian professional basketball coach (born 1968) Trevor GleesonGleeson with the Perth Wildcats in 2019Milwaukee BucksPositionAssistant coachLeagueNBAPersonal informationBorn (1968-05-28) 28 May 1968 (age 55)NationalityAustralianCareer informationHigh schoolEmmanuel College(Warrnambool, Victoria)Coaching career1990–presentCareer historyAs coach:1990–1991Warrnambool Mermaids1992–1993Warrnambool Seahawks1997–2000Brisbane Bullets (assistant)2000–2001Quad City Thunder (assistant...

中华人民共和国国家元首列表

  提示：此条目页的主题不是中華人民共和國最高領導人。 中华人民共和国 中华人民共和国政府与政治系列条目 执政党 中国共产党 党章、党旗党徽 主要负责人、领导核心 领导集体、民主集中制 意识形态、组织 以习近平同志为核心的党中央 两个维护、两个确立 全国代表大会 （二十大） 中央委员会 （二十届） 总书记：习近平 中央政治局 常务委员会 中央书记处 �...

 

Pyrolobus

Pyrolobus Klasifikasi ilmiah Domain: Archaea Kerajaan: Crenarchaeota Filum: Crenarchaeota Kelas: Thermoprotei Ordo: Desulfurococcales Famili: Pyrodictiaceae Genus: PyrolobusBlöch, Rachel, Burggraf, Hafenbradl, Jannasch & Stetter, 1999 Spesies P. fumarii Pyrolobus adalah genus dari Pyrodictiaceae.[1] Referensi ^ See the NCBI webpage on Pyrolobus. Data extracted from the NCBI taxonomy resources. National Center for Biotechnology Information. Diakses tanggal 2007-03-19.  Bacaa...

 

Semi-finished casting products

Intermediate casting type Semi-finished casting products are intermediate castings produced in a steel mill that need further processing before being finished goods. There are four types: ingots, blooms, billets, and slabs.[1] Ingot An aluminium ingot Main article: Ingot Ingots are large rough castings designed for storage and transportation. The shape usually resembles a rectangle or square with generous fillets. They are tapered, usually with the big-end-down.[2] Bloom In th...

Tionghoa Medan

Tionghoa MedanSebuah kelenteng, kemungkinan di MedanDaerah dengan populasi signifikanKota Medan dan sekitarnyaBahasaHokkien Medan, Teochew, Indonesia, Inggris[1]Kelompok etnik terkaitTionghoa di Penang dan Malaysia Utara, Tionghoa Aceh, Tionghoa Sumatra Utara (Pematang Siantar, Binjai) Tionghoa Medan (atau disebut China Medan atau Medan Tenglang (Hokkien Medan)) adalah sebuah sebutan yang umumnya disematkan kepada orang-orang beretnis Tionghoa yang berasal dari kota Medan, Sumatera Ut...

 

منتخب تونس لكرة اليد للسيدات

  هذه المقالة عن منتخب تونس لكرة اليد للسيدات. لمنتخب تونس لكرة اليد، طالع منتخب تونس لكرة اليد.  تونس البلد تونس الفئة كبريات اللقب نسور قرطاج الاتحاد الجامعة التونسية لكرة اليد المدرب كيفن ديكو القائد فادية العمراني الأكثر مشاركة منى شباح (232) الهداف منى شباح (1009) ا�...

 

المسيحية في إسبانيا

المسيحية في إسبانياساغرادا فاميليا، برشلونة: تشبعت إسبانيا في التقاليد والثقافة الكاثوليكيةمناطق الوجود المميزةالبلد إسبانيا  إسبانيا ‏ 36,240,000 (تقديرات 2010)[1]اللغات اللغة الإسبانية، واللغة الكتالونية، واللغة الغاليسية، واللغة البشكنشية، واللغة الأكستانية، وا�...

Moët & Chandon

French fine winery Moët redirects here. For other uses, see Moët (disambiguation). Moët & ChandonCompany typePart-holder of LVMHIndustryWineryGenreFrench wineryFounded1743; 281 years ago (1743)FounderClaude MoëtHeadquartersÉpernay, Grand Est, FranceArea servedWorldwideProductsFrench wineRevenue€1.2 billion (2011)Number of employees1,715 (2011)Websitewww.moet.com Moët et ChandonWine regionÉpernayAppellationChampagneCases/yr2,000,000Known forDom PérignonVari...

 

Banach–Tarski paradox

Geometric theorem For the book about the paradox, see The Banach–Tarski Paradox (book). Can a ball be decomposed into a finite number of point sets and reassembled into two balls identical to the original? The Banach–Tarski paradox is a theorem in set-theoretic geometry, which states the following: Given a solid ball in three-dimensional space, there exists a decomposition of the ball into a finite number of disjoint subsets, which can then be put back together in a different way to yield...

 

Lee County, North Carolina

County in North Carolina, United States County in North CarolinaLee CountyCountyLee County Courthouse FlagSealMotto: Committed Today for a Better TomorrowLocation within the U.S. state of North CarolinaNorth Carolina's location within the U.S.Coordinates: 35°29′N 79°10′W / 35.48°N 79.17°W / 35.48; -79.17Country United StatesState North CarolinaFoundedMarch 6, 1907Named forRobert E. LeeSeatSanfordLargest communitySanfordArea • Total259...

Labor theory of value

Economic hypothesis Part of a series onMarxian economics Concepts Capital (accumulation) Capitalist mode of production Class process Commodity Concrete and abstract labor Constant capital Critique of political economy Exchange value Exploitation Labour power Labour theory of value Law of accumulation Law of value Means of production Mode of production Monopoly capitalism Organic composition of capital Productive forces Profit Prices of production Primitive accumulation Rate of exploitati...

 

تشان ينغ جان

محتوى هذه المقالة بحاجة للتحديث. فضلًا، ساعد بتحديثه ليعكس الأحداث الأخيرة وليشمل المعلومات الموثوقة المتاحة حديثًا. (أبريل 2019) تشان ينغ جان (بالصينية التقليدية: 詹詠然)‏  معلومات شخصية الميلاد 17 أغسطس 1989 (العمر 34 سنة)تاي شانغ، تايوان الطول 1.70 م (5 قدم 7 بوصة) الإقام�...