Canoeing at the 1984 Summer Olympics – Women's K-1 500 metres

The women's K-1 500 metres event was an individual kayaking event conducted as part of the Canoeing at the 1984 Summer Olympics program.[1]

Medalists

Gold Gold Silver Silver Bronze Bronze
 Agneta Andersson (SWE)  Barbara Schüttpelz (FRG)  Annemiek Derckx (NED)

Results

Heats

Eleven competitors entered in two heats on August 6. The top three finishers from each of the heats advanced directly to the final while the rest competed in the semifinal.[2]

Heat 1
1.  Agneta Andersson (SWE) 2:03.99 QF
2.  Elizabeth Blencowe (AUS) 2:05.51 QF
3.  Tecla Marinescu (ROU) 2:05.72 QF
4.  Shelia Conover (USA) 2:06.89 QS
5.  Lesley Smither (GBR) 2:10.81 QS
6.  Ho Kim Fai (HKG) 2:30.96 QS
Heat 2
1.  Barbara Schüttpelz (FRG) 2:02.14 QF
2.  Béatrice Basson (FRA) 2:03.61 QF
3.  Annemiek Derckx (NED) 2:04.75 QF
4.  Lucie Guay (CAN) 2:06.94 QS
5.  Ingeborg Rasmussen (NOR) 2:09.33 QS

Semifinal

The top three finishers in the semifinal (raced on August 8) advanced to the final.

Semifinal
1.  Lucie Guay (CAN) 2:03.73 QF
2.  Shelia Conover (USA) 2:03.79 QF
3.  Lesley Smither (GBR) 2:03.80 QF
4.  Ingeborg Rasmussen (NOR) 2:04.46
5.  Ho Kim Fai (HKG) 2:30.40

Final

The final was held on August 10.

Gold  Agneta Andersson (SWE) 1:58.72
Silver  Barbara Schüttpelz (FRG) 1:59.93
Bronze  Annemiek Derckx (NED) 2:00.11
4.  Tecla Marinescu (ROU) 2:00.12
5.  Béatrice Basson (FRA) 2:01.21
6.  Shelia Conover (USA) 2:02.38
7.  Lucie Guay (CAN) 2:02.49
8.  Elizabeth Blencowe (AUS) 2:02.63
9.  Lesley Smither (GBR) 2:04.09

Andersson earned three medals at the 1984 Summer Olympics with two golds and one silver. She credited her switch to organic foods.

References

  1. ^ Sports Reference
  2. ^ "Los Angeles 1984 Canoe Sprint - Olympic Results by Discipline".

Read other articles:

ChiyoujiSajianHidangan utamaTempat asalChinaDaerahGuangdongBahan utamaayam, kecapSunting kotak info • L • BBantuan penggunaan templat ini Buku resep: Chiyouji  Media: Chiyouji Chiyouji Hanzi tradisional: 豉油雞 Hanzi sederhana: 豉油鸡 Makna harfiah: ayam kecap Alih aksara Mandarin - Hanyu Pinyin: chǐyóujī Kejia (Hakka) - Romanisasi: si yiu gai Yue (Kantonis) - Romanisasi Yale: si6 yau4 gai1 - Jyutping: si6 jau4 gai1 nama alternatif Hanzi tradisional: 醬油雞 ...

 

 

1900 French filmThe Rajah's DreamDirected byGeorges MélièsRelease date1900Running timeShortCountryFranceLanguageSilent film The Rajah's Dream (French: Le rêve du radjah ou La forêt enchantée) is a silent trick film created and released in 1900 and directed by Georges Méliès. As with at least 4% of Méliès's entire output (including such films as A Trip to the Moon, The Impossible Voyage, The Kingdom of the Fairies, and The Barber of Seville), some prints were individually hand-colored...

 

 

Nama ini menggunakan cara penamaan Spanyol: nama keluarga pertama atau paternalnya adalah Bacca dan nama keluarga kedua atau maternalnya adalah Ahumada. Carlos Bacca Bacca in 2012Informasi pribadiNama lengkap Carlos Arturo Bacca Ahumada[1]Tanggal lahir 8 September 1986 (umur 37)Tempat lahir Puerto Colombia, ColombiaTinggi 1,81 m[1]Posisi bermain StrikerInformasi klubKlub saat ini Atlético JuniorNomor 70Karier senior*Tahun Tim Tampil (Gol)2007–2011 Atlético Junior...

Swara BhaskarBhaskar Juli 2018LahirSwara Bhaskar Chitrapu09 April 1988 (umur 35)Delhi, IndiaKebangsaanIndiaAlmamaterUniversitas DelhiUniversitas Jawaharlal NehruPekerjaanPemeranTahun aktif2009–sekarangOrang tuaChitrapu Uday Bhaskar (ayah)Ira Bhaskar (ibu) Swara Bhaskar Chitrapu (lahir 9 April 1988[1][2][3][4]) adalah seorang pemeran asal India yang berkarya dalam industri film Hindi. Ia meraih dua nominasi Penghargaan Filmfare. Bhaskar, putri perwi...

 

 

Concession card issued by Australian governments Seniors CardThe front of a South Australian Seniors Card shown with Adelaide Metro accessTypeconcession cardIssued byStates and Territories of  AustraliaPurposeIdentification for benefitsEligibilityPermanent residents of Australia aged 60 or over, reduced working hoursExpirationnoneCostGenerally no charge The Australian Seniors Card is a card issued by various Australian State and Territory governments to permanent residents, over a partic...

 

 

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) يوزف فونتانا (بالبولندية: Józef Fontana)‏  معلومات شخصية الميلاد 21 يونيو 1676   الوفاة سنة 1739   وارسو  مواطنة الكومنولث البولندي الليتواني  الأولاد جياك�...

Provider of audience measurement for U.S. radio Nielsen AudioCompany typeSubsidiaryIndustryMedia market (research)FoundedWashington, D.C. (1949)HeadquartersColumbia, MarylandArea servedUnited StatesKey peopleSean Creamer, CEOProductsRatings dataRevenueUS$422.31 million(FY 2010)[1]Operating incomeUS$85.11 million (FY 2010)[1]Net incomeUS$53.29 million (FY 2010)[1]Total assetsUS$238.96 million (FY 2010)[1]Total equityUS$126.81 million (FY 2010)[1]OwnerThe...

 

 

Town in Krasnodar Krai, Russia Town in Krasnodar Krai, RussiaAnapa АнапаTown[1]Other transcription(s) • AdygheБыгъуркъалA beach in Anapa FlagCoat of armsLocation of Anapa AnapaLocation of AnapaShow map of Krasnodar KraiAnapaAnapa (European Russia)Show map of European RussiaAnapaAnapa (Black Sea)Show map of Black SeaCoordinates: 44°53′40″N 37°19′0″E / 44.89444°N 37.31667°E / 44.89444; 37.31667CountryRussiaFederal subje...

 

 

Сельское поселение России (МО 2-го уровня)Новотитаровское сельское поселение Флаг[d] Герб 45°14′09″ с. ш. 38°58′16″ в. д.HGЯO Страна  Россия Субъект РФ Краснодарский край Район Динской Включает 4 населённых пункта Адм. центр Новотитаровская Глава сельского пос�...

This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: 1578 in Ireland – news · newspapers · books · scholar · JSTOR (February 2015) (Learn how and when to remove this message) List of events ← 1577 1576 1575 1574 1573 1578 in Ireland → 1579 1580 1581 1582 1583 Centuries: 14th 15th 16th 17th 18th Decades: 1550s 1560s 15...

 

 

Stock car racing team Swan RacingOwner(s)Brandon DavisBill Romanowski (minority)BaseMooresville, North CarolinaSeriesSprint Cup SeriesRace driversDavid StremmeBrian SimoPatrick LongMichael WaltripCole WhittKevin SwindellParker KligermanSponsorsSwan EnergyNutrition53/Lean1, SMS Audio, Speed Stick GEAR, LendingTreeManufacturerChevroletToyotaOpened2011Closed2014CareerDebut2011 Crown Royal 400 (Richmond)Latest race2014 Bojangles' Southern 500 (Darlington)Races competed99Drivers' Championships0Rac...

 

 

هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (مارس 2023)   زيلينودولسك (بالأوكرانية: Зеленодольськ)‏[1]    زيلينودولسك (دنيبرو...

كالانغ   الإحداثيات 1°18′39″N 103°51′56″E / 1.31078°N 103.865637°E / 1.31078; 103.865637   تقسيم إداري  البلد سنغافورة[1]  التقسيم الأعلى المنطقة الوسطى  [لغات أخرى]‏  خصائص جغرافية  المساحة 9.17 كيلومتر مربع  تعديل مصدري - تعديل   كالانغ (بالإنجليزية: Kallang)...

 

 

Felipe MassaFelipe Massa a Le Mans nel 2018Nazionalità Brasile Altezza166 cm Peso59 kg Automobilismo CategoriaStock Car Pro Series, IMSA WTSC RuoloPilota Squadra Lubrax Podium (Stock Car) Riley (IMSA WTSC) CarrieraCarriera in Formula 1Esordio3 marzo 2002 Stagioni2002, 2004-2017 Scuderie Sauber 2002, 2004-2005 Ferrari 2006-2013 Williams 2014-2017 Miglior risultato finale2º (2008) GP disputati272 (269 partenze) GP vinti11 Podi41 Punti ottenuti1167 Pole position16 Giri velo...

 

 

The last self-propelled regularly scheduled commercial ship on the Erie canal. United States historic placeDay PeckinpaughU.S. National Register of Historic Places Day Peckinpaugh docked at Albany on her maiden voyage in 1921Show map of New YorkShow map of the United StatesLocationMatton Shipyard,Van Schaick Island,Cohoes, New YorkCoordinates42°46′43″N 73°40′48″W / 42.77861°N 73.68000°W / 42.77861; -73.68000Built1921ArchitectMcDougal-Duluth, MN, builder; To...

American political party (1916–2021) National Woman's PartySuccessorAlice Paul InstituteFormationJune 5, 1916; 108 years ago (1916-06-05)DissolvedJanuary 1, 2021PurposeTo secure an amendment to the United States Constitution enfranchising women and to pass the ERAHeadquartersWashington, D.C., U.S.Key peopleAlice Paul, Lucy Burns, Mabel Vernon, Anne Henrietta MartinWebsitehttps://www.alicepaul.org/Formerly calledCongressional Union for Woman Suffrage The National Woman's Pa...

 

 

2003 American teen drama television series This article is about the Fox television series. For the location from which the series derives its name, see Orange County, California. For other uses, see OC (disambiguation). The O.C.Intertitle used in Seasons 3 and 4Genre Teen drama Comedy drama Created byJosh SchwartzStarring Peter Gallagher Kelly Rowan Ben McKenzie Mischa Barton Adam Brody Chris Carmack Tate Donovan Melinda Clarke Rachel Bilson Alan Dale Willa Holland Autumn Reeser Opening them...

 

 

Cet article concerne la citadelle de Jérusalem. Pour la tour inachevée de Caracas (au Venezuela), voir Centro Financiero Confinanzas. Tour de DavidPrésentationType Citadelle, muséePatrimonialité Site patrimonial en Israël (d)Site web www.tod.org.ilLocalisationLocalisation Vieille ville de JérusalemIsraël (de facto)Coordonnées 31° 46′ 34″ N, 35° 13′ 40″ E Géolocalisation sur la carte : vieille ville de Jérusalem modifier - modifier l...

Frozen Títulos en españolEspaña Frozen: El reino del hieloHispanoamérica Frozen: Una aventura congeladaFicha técnicaDirección Chris BuckJennifer LeeProducción Peter Del VechoJohn Lasseter (producción ejecutiva)Guion Jennifer LeeBasada en La reina de las nieves de Hans Christian AndersenMúsica Christophe BeckArmando PérezKristen Anderson LópezSonido Odin BenitezFotografía Scott BeattieMohit KallianpurMontaje Jeff DraheimProtagonistas Kristen BellIdina MenzelJonathan GroffJosh GadSa...

 

 

Pour les articles homonymes, voir Stewart. En géométrie euclidienne, le théorème de Stewart fournit une relation algébrique entre les distances mutuelles de quatre points dont trois sont alignés. Il est dû au mathématicien Matthew Stewart en 1746 [1]. Énoncé Étant donné un point M {\displaystyle M} et une droite orientée comportant trois points A , B , C {\displaystyle A,B,C} , la relation de Stewart s'écrit[2],[3],[4],[5]: M A 2 ⋅ B C ¯ + M B 2 ⋅ C A �...