Patinação de velocidade nos Jogos Olímpicos

Patinação de velocidade

A patinação de velocidade é um desporto olímpico desde a primeira edição dos Jogos Olímpicos de Inverno, em Chamonix 1924. Eventos femininos começaram a ser adicionados a partir dos Jogos de Squaw Valley 1960.[1][2]

A União Internacional de Patinação, órgão gestor do esporte, é reconhecida pelo Comitê Olímpico Internacional desde a fundação deste. Estavam agendados alguns eventos da modalidade para os Jogos Olímpicos de Verão de 1916, em Berlim, que foram cancelados em virtude da I Guerra Mundial. A partir de 1924, a modalidade esteve presente em todas as edições dos Jogos de Inverno.[2]

A mais recente adição ao programa olímpico de patinação de velocidade foi a largada coletiva, evento disputado a partir da edição de 2018.[3]

Eventos

Evento 24 28 32 36 48 52 56 60 64 68 72 76 80 84 88 92 94 98 02 06 10 14 18 22
500 m masculino
1000 m masculino
1500 m masculino
5000 m masculino
10000 m masculino
Individual geral masculino
Largada coletiva masculino
Perseguição por equipes masculino
500 m feminino d
1000 m feminino d
1500 m feminino d
3000 m feminino
5000 m feminino
Largada coletiva feminino
Perseguição por equipes feminino
Total de eventos 5 3 4 4 4 4 4 8 8 8 8 9 9 9 10 10 10 10 10 12 12 12 14 14

Medalhistas

Quadro geral de medalhas

 Ordem  País Medalha de ouro Medalha de prata Medalha de bronze
1 Países BaixosNED Países Baixos 48 44 41 133
2 Estados UnidosUSA Estados Unidos 30 22 19 71
3 NoruegaNOR Noruega 28 29 30 87
4 União SoviéticaURS União Soviética 24 17 19 60
5 AlemanhaGER Alemanha 13 15 10 38
6 CanadáCAN Canadá 10 16 16 42
7 SuéciaSWE Suécia 9 4 5 18
8 Alemanha OrientalGDR Alemanha Oriental 8 12 9 29
9 FinlândiaFIN Finlândia 7 8 9 24
10 JapãoJPN Japão 5 10 11 26
11 Coreia do SulKOR Coreia do Sul 5 10 5 20
12 RússiaRUS Rússia 3 5 5 13
13 ChéquiaCZE Chéquia 3 2 3 8
14 Alemanha OcidentalFRG Alemanha Ocidental 3     3
15 ChinaCHN China 2 3 4 9
16 ItáliaITA Itália 2 1 4 7
17 ÁustriaAUT Áustria 1 2 3 6
PolôniaPOL Polônia 1 2 3 6
19 BélgicaBEL Bélgica 1 1 1 3
20 Equipe Alemã UnidaEUA Equipe Alemã Unida 1 1   2
21 ROCROC ROC   1 1 2
22 BielorrússiaBLR Bielorrússia   1   1
Coreia do NortePRK Coreia do Norte   1   1
24 Atletas Olímpicos da RússiaOAR Atletas Olímpicos da Rússia     1 1
CazaquistãoKAZ Cazaquistão     1 1

Referências

  1. «Speed Skating» (em inglês). Olympedia. Consultado em 21 de fevereiro de 2022 
  2. a b «Speed Skating» (em inglês). Olympics.com. Consultado em 22 de fevereiro de 2022 
  3. «COI ratifica novas provas nos Jogos de Inverno de 2018». Estadão. 8 de junho de 2015. Consultado em 22 de fevereiro de 2022 

Ligações externas

Read other articles:

Khabar beralih ke halaman ini. Untuk tempat di Iran, lihat Khabar, Iran. Khabar AgencyJenisPerseroan terbatasIndustriMedia massaDidirikan1995 (1995)KantorpusatAlmatyWilayah operasiKazakhstanProdukPenyiaran, radio, portal webSitus webkhabar.kz Khabar TVDiluncurkan1995PemilikKhabar AgencyNegaraKazakhstanBahasaKazakh, RusiaKantor pusatAlmaty, KazakhstanSaluran seindukEl ArnaKhabar 24Kazakh TVSitus webkhabar.kz Khabar Agency (bahasa Kazakh: Хабар Агенттігі, Habar Agenttigi;...

 

Religion established in the United States This article is about the occult movement originating in the 19th century. For the esoteric Christian movement established by Böhme, see Christian theosophy. For other uses, see Theosophy (disambiguation). The logo for the Theosophical Society brought together various ancient symbols. Theosophy is a religion established in the United States during the late 19th century. It was founded primarily by Helena Blavatsky and draws its teachings predominantl...

 

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (يناير 2019)   هذه المقالة عن نادي حطين. لمعانٍ أخرى، طالع نادي حطين (توضيح). نادي حطين (سوريا) شعار نادي حطين الاسم �...

Radio station in Rio Grande City, Texas KQBORio Grande City, TexasBroadcast areaRio Grande ValleyFrequency107.5 MHzBrandingLa PatronaProgrammingFormatRegional MexicanOwnershipOwnerSound Investments Unlimited, Inc.HistoryFormer call signsKCTM (1981–2003)Former frequencies103.1 MHz (1981–1999)Technical informationFacility ID60885ClassC2ERP12,000 wattsHAAT303 metersLinksWebsiteKQBO on Facebook KQBO 107.5 FM is a radio station licensed to Rio Grande City, Texas. The station broadcasts a Regio...

 

Winter SonataPengembangOh Su YeonDitulis olehKim Yun Hee/Yun Eun KyungSutradaraYoon Suk-ho (윤석호)PemeranBae Yong Joon Choi Ji Woo Park Yong HaNegara asal Korea SelatanBahasa asliKoreaJmlh. episode20ProduksiProduser eksekutifLee Hyung MinDurasiSenin dan Selasa pukul 21.50 Waktu Standar Korea (19.50 WIB)Rumah produksiPan EntertainmentRilis asliJaringan KBS2Rilis14 Januari 2002 –19 Maret 2002 Winter SonataHangeul겨울연가 Hanja겨울戀歌 Alih Aksara yang DisempurnakanGyeoul yeo...

 

JagalanKelurahanPeta lokasi Kelurahan JagalanNegara IndonesiaProvinsiJawa TengahKotaSurakartaKecamatanJebresKode Kemendagri33.72.04.1007 Kode BPS3372040007 Jumlah penduduk12.165 jiwa (2020) Kelurahan Jagalan (Jawa: ꦗꦒꦭꦤ꧀, translit. Jagalan) adalah sebuah kelurahan di kecamatan Jebres, Surakarta. Kelurahan ini memiliki kode pos 57124. Wilayah Jagalan dibatasi oleh Pucang Sawit di timur, Purwalaya di barat, Jebres di utara, dan Kampung Sewu di selatan. Pada tahun 2020, k...

Kurva reflektansi spektrum untuk bahan aluminium, perak, dan emas Reflektivitas adalah kemampuan suatu bahan dalam memantulkan gelombang elektromagnetik yang terpapar ke permukaannya.[1] Dalam perhitungannya sering digunakan istilah koefisien reflektansi[2] yang dapat diekspresikan sebagai bilangan kompleks mealui persamaan Fresnel.[3] Nilai reflektansi selalu positif. Reflektivitas dapat dikatakan sebagai sifat dari suatu bahan, sementara reflektansi adalah fraksi ene...

 

Town in North Carolina, United StatesWaxhaw, North CarolinaTownDowntown WaxhawMotto: Proud of Our Past. Passionate About Our Future.Location of Waxhaw, North CarolinaCoordinates: 34°56′11″N 80°44′38″W / 34.93639°N 80.74389°W / 34.93639; -80.74389CountryUnited StatesStateNorth CarolinaCountyUnionIncorporated1889Named forWaxhaw peopleGovernment • Typecouncil-manager • MayorRobert Murray • City Council Members Jason Mc...

 

此條目可能包含不适用或被曲解的引用资料,部分内容的准确性无法被证實。 (2023年1月5日)请协助校核其中的错误以改善这篇条目。详情请参见条目的讨论页。 各国相关 主題列表 索引 国内生产总值 石油储量 国防预算 武装部队(军事) 官方语言 人口統計 人口密度 生育率 出生率 死亡率 自杀率 谋杀率 失业率 储蓄率 识字率 出口额 进口额 煤产量 发电量 监禁率 死刑 国债 ...

Sergei Vasilievich RachmaninoffPotret Rachmaninoff oleh Konstantin Somov, 1925. Sergei Vasilievich Rachmaninoff (bahasa Rusia: Сергей Васильевич Рахманинов), Sergej Vasil’evič Rahmaninov, 1 April 1873 – 28 Maret 1943 (K.G.) atau lahir 20 Maret 1873 (K.J.)) adalah seorang komponis, pianis dan dirigen Rusia.[1] (Sergei Rachmaninoff adalah ejaan yang digunakan si komponis sendiri ketika ia tinggal di Barat pada paruhan kehidupannya yang belak...

 

Australian politician The HonourableSir Harold SeddonPresident of the Legislative Councilof Western AustraliaIn office26 November 1946 – 21 May 1954Preceded byJames CornellSucceeded byAnthony LotonMember of the Legislative Councilof Western AustraliaIn office22 May 1922 – 21 May 1954Preceded byJames CunninghamSucceeded byJohn TeahanConstituencyNorth-East Province Personal detailsBorn(1881-03-06)6 March 1881Openshaw, Lancashire, EnglandDied25 February 1958(1958-02-25) (ag...

 

Metropolitan area in North Dakota and Minnesota Metropolitan Statistical Area in the United StatesFargo–Moorhead Metropolitan AreaMetropolitan Statistical AreaFargo, ND–MN Metropolitan Statistical AreaDowntown FargoInteractive Map of Fargo–Wahpeton, ND–MN CSA   City of Fargo   City of Moorhead   Fargo, ND–MN MSA   Wahpeton, ND–MN μSA Country United StatesState North Dakota MinnesotaLargest cityFargo, NDOther citiesMoorhead, MNWest Far...

Insieme convesso. Insieme non convesso. In uno spazio euclideo un insieme convesso è un insieme nel quale, per ogni coppia di punti, il segmento che li congiunge è interamente contenuto nell'insieme. Esempi di insiemi convessi sono cerchi, sfere, cubi, piani, semipiani, trapezi, mentre non lo sono archi di circonferenze, tori o qualunque insieme che contenga buchi o incavature o che non sia connesso. In tre dimensioni, esempi di insiemi convessi sono la sfera, il cubo, il paraboloide, mentr...

 

此條目包含過多僅特定讀者會感興趣的過度細節內容。 (2018年12月4日)請重新整理本條目以切合主題,並移除与維基百科內容方針相悖的過度細節內容。詳情請參見討論頁。 此條目應避免有陳列雜項、瑣碎資料的部分。 (2018年12月4日)請協助將有關資料重新編排成連貫性的文章,安置於適當章節或條目內。 過海隧道巴士606線Cross Harbour Bus Route 606概覽營運公司城巴九巴所屬車廠�...

 

Pair of court cases Moore v. MadiganCourtUnited States Court of Appeals for the Seventh CircuitFull case nameMichael Moore, et al., and Mary E. Shepard, et al., Plaintiffs-Appellants, v. Lisa Madigan, Attorney General of Illinois, et al., Defendants-Appellees. DecidedDecember 11, 2012 (2012-12-11)Case historyAppealed fromUnited States District Courts for the Central District of Illinois and the Southern District of IllinoisSubsequent actionsDistrict court reversed and remanded ...

Tanto di cappello a JeevesTitolo originaleJeeves and the Feudal Spirit Altri titoliBertie Wooster Sees It Through; Jeeves e la cavalleria AutoreP. G. Wodehouse 1ª ed. originale1954 1ª ed. italiana1955 Genereromanzo Sottogenereumoristico Lingua originaleinglese AmbientazioneBrinkley Court SerieJeeves Preceduto daChiamate Jeeves Seguito daJeeves taglia la corda Modifica dati su Wikidata · Manuale Tanto di cappello a Jeeves (Jeeves and the Feudal Spirit) è un romanzo umoristico del...

 

陳志遠出生1952年2月22日馬來西亞柔佛峇株巴轄縣国籍 马来西亚职业成功集团主席家乡峇株巴辖净资产▲US$8.2億 (2018)[1] 儿女11亲属朱麗倩(外甥女) 丹斯里陳志遠(Vincent Tan Chee Yioun,1952年2月—),男,漢族,祖籍福建省泉州市永春縣桃城鎮侖山村,马来西亚富豪,出生於马来亚柔佛州峇株巴辖县,為成功集团創辦人、英格蘭冠軍足球聯賽卡迪夫城足球俱乐部的擁...

 

Viktor Kaisiepo BiografiKelahiran14 September 1948 Kematian31 Januari 2010 (61 tahun) KegiatanPekerjaanaktivis hak asasi manusia KeluargaAyahMarkus Kaisiepo Viktor Kaisiepo (14 September 1948 – 31 Januari 2010), juga disebut Victor Kaisiepo, adalah seorang aktivis Belanda kelahiran Nugini Belanda untuk kemerdekaan dan penentuan nasib sendiri Papua Barat.[1][2][3] Keluarganya kabur dari Papua Barat saat pemerintahannya dialihkan ke Indonesia, dan ia mene...

Le informazioni riportate non sono consigli medici e potrebbero non essere accurate. I contenuti hanno solo fine illustrativo e non sostituiscono il parere medico: leggi le avvertenze. Disturbo depressivoVincent van Gogh: Sulla soglia dell'eternità; Museo Kröller-Müller, Otterlo, Paesi Bassi.Specialitàpsichiatria Eziologiagenetica e fattori ambientali Classificazione e risorse esterne (EN)OMIM608520 e 608691 MeSHD003865 MedlinePlus003213 eMedicine286759 SinonimiDepressione clinicaDepress...

 

Pine Camp redirects here. For the neighborhood in Richmond, Virginia, see Pine Camp, Richmond. For other uses, see Fort Drum (disambiguation). Fort DrumJefferson County, New YorkNear Watertown 1st Battalion, 87th Infantry Regiment, on a runArea107,265 acres (434.09 km2)Site informationOwnerU.S. ArmyControlled by10th Mountain DivisionWebsitewww.army.mil/drumSite historyBuilt1908In use1908-presentThis article needs additional citations for verification. Please help improve this a...