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2014 Clacton by-election ← 2010 9 October 2014 2015 → Clacton constituencyTurnout64.2% First party Second party Third party Lab Candidate Douglas Carswell Giles Watling Tim Young Party UKIP Conservative Labour Popular vote 21,113 8,709 3,957 Percentage 59.7% 24.6% 11.2% Swing New party 28.4% 13.8% MP before election Douglas Carswell Conservative Subsequent MP Douglas Carswell UKIP On 9 October 2014, a by-election was held for the UK parliamentary const...
Process of harvesting trees that are submerged under water Underwater logging is the process of logging trees from underwater forests. When artificial reservoirs and dams are built, large areas of forest are often inundated; although the trees die, the wood is often preserved. The trees can then be felled using special underwater machinery and floated up to the surface. One such machine is the sawfish harvester. There is an ongoing debate to determine whether or not underwater logging is a su...
Relief des Alexej Adamowitsch Olsufjew von seinem Grabmal Alexej Adamowitsch Olsufjew (russisch Алексей Адамович Олсуфьев, zeitgenössische Transkription: Alexius Adamowitzsch von Olsufieff; * 9. Januarjul. / 20. Januar 1763greg. in Sankt Petersburg; † 16. Januarjul. / 28. Januar 1838greg. in Dresden) war ein russischer Major, Gutsbesitzer in Dresden und bedeutender Förderer sozialer Projekte. Inhaltsverzeichnis 1 Leben 2 Wohltätigkeit ...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (décembre 2017). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références » En pratique : Quelles sources sont attendues ? ...
Jepang padaOlimpiadeKode IOCJPNKONKomite Olimpiade JepangSitus webwww.joc.or.jp (dalam bahasa Jepang)Medali 186 178 209 Total 573 Penampilan Musim Panas1912192019241928193219361948195219561960196419681972197619801984198819921996200020042008201220162020Penampilan Musim Dingin19281932193619481952195619601964196819721976198019841988199219941998200220062010201420182022 Jepang mula-mula berpartisipasi dalam Perjanjian Olimpiade pada 1912, dan berkompetisi nyaris pada setiap Permaina...
Dutch speed skater Jutta LeerdamLeerdam in 2019Personal informationFull nameJutta Monica LeerdamNationalityDutchBorn (1998-12-30) 30 December 1998 (age 24)'s-Gravenzande, NetherlandsHeight1.81 m (5 ft 11 in)Weight73 kg (161 lb)SportCountryNetherlandsSportSpeed skatingEvent(s)500 m, 1000 mClubTeam Jumbo VismaTurned pro2018 Medal record Women's speed skating Representing the Netherlands Olympic Games 2022 Beijing 1000 m World Single Distances Championshi...
Resolusi 953Dewan Keamanan PBBPita medali UNOSOMTanggal31 Oktober 1994Sidang no.3.446KodeS/RES/953 (Dokumen)TopikSomaliaRingkasan hasil15 mendukungTidak ada menentangTidak ada abstainHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Rusia Britania Raya Amerika SerikatAnggota tidak tetap Argentina Brasil Republik Ceko Djibouti Spanyol Nigeria Selandia Baru Oman Pakistan Rwanda Resolusi 953 De...
2023 single by JennieYou & MeSingle by JennieLanguageEnglishReleasedOctober 6, 2023Recorded2018StudioThe Black Label (Seoul)Genre Dance-pop Length2:59Label YG Interscope Composer(s) Teddy 24 Vince Lyricist(s) Teddy Danny Chung Bekuh Boom[a] Jennie singles chronology Solo (2018) You & Me (2023) Performance video”You & Me” on YouTube You & Me is a song by South Korean singer, rapper, and Blackpink member Jennie. It was released on October 6, 2023, through YG Entertai...
Pour les articles homonymes, voir Théorème de König. Exemple d'un graphe biparti avec un couplage maximum (en bleu) et une couverture de sommets minimale (en rouge), tous les deux de taille 6. Le théorème de Kőnig est un résultat de théorie des graphes qui dit que, dans un graphe biparti, la taille du transversal minimum (i. e. de la couverture par sommets minimum) est égale à la taille du couplage maximum. La version pondérée du théorème est appelée théorème de Kőnig-Egerv...
جزيرة حبان (الصخور) - حي - تقسيم إداري البلد اليمن المحافظة محافظة عدن المديرية مديرية البريقة معلومات أخرى التوقيت توقيت اليمن (+3 غرينيتش) تعديل مصدري - تعديل جزيرة حبان هي أحد جزر اليمن وتقسم إدارياً كأحد أحياء مديرية البريقة بمحافظة عدن .[1] روابط خار...
Serbien Serbische Botschaft in Berlin Logo Staatliche Ebene bilateral Stellung der Behörde Botschaft Aufsichtsbehörde(n) Außenministerium Bestehen seit 2006 Hauptsitz Deutschland Berlin Botschafter Snežana Janković Website http://berlin.mfa.gov.rs/lat Botschaft in der Taubertstraße 18 in Berlin-Grunewald Die serbische Botschaft in Berlin (offiziell Botschaft der Republik Serbien, serbisch Амбасада Републике Србије) ist die diplomatische Vertretung Serbi...
Gold mine in Western Australia Not to be confused with Mount Morgan Mine. Mount MorgansLocationMount Morgans Gold MineLocation in Western AustraliaLocationLavertonStateWestern AustraliaCountryAustraliaCoordinates28°48′26″S 122°12′08″E / 28.80722°S 122.20222°E / -28.80722; 122.20222ProductionProductsGoldProduction90,809 ounces[1]Financial year2021–22OwnerCompanyDacian Gold LimitedWebsitewww.daciangold.com.au/site/content/Year of acquisition2012 The...
Czech film director (born 1965) Jan Svěrák Jan Svěrák (Czech pronunciation: [ˈjan ˈsvjɛraːk]) (born 6 February 1965 in Žatec) is a Czech film director. He is the son of screenwriter and actor Zdeněk Svěrák.[1] He studied documentary filmmaking at the FAMU. He and his films have received awards including the Academy Award, Crystal Globe, Golden Globe Award, and Tokyo Grand Prix. He lives in Prague. Filmography Year Czech Title English Title Director Writer Notes 198...
此條目没有列出任何参考或来源。 (2016年2月18日)維基百科所有的內容都應該可供查證。请协助補充可靠来源以改善这篇条目。无法查证的內容可能會因為異議提出而被移除。 山名 豐國山名豐國像（山名史料館「山名藏」藏（原本是「東林院殿徹庵禪高公大居士壽像」（慶長10年（1605年）制作，妙心寺塔頭東林院藏））時代日本戰國時代—江戶時代初期出生日期天文17年（154...
Panamericana Norte Centro y Norte del Perú Datos de la rutaIdentificador PE-1N (MTC)Tipo CarreteraLongitud 1.141,30 kmOtros datosDepartamentos que atraviesa Lima, Áncash, La Libertad, Lambayeque, Piura y TumbesOrientación • Sur PE-1S en Lima • Norte E50[editar datos en Wikidata] Carretera Panamericana tramo Sullana-Talara. Poste SOS 23, Áncash, Carretera Panamericana Nacional 1 del Perú. La Panamericana Norte, Longitudinal de la Costa Norte o Ruta...
Species of moth Philonome rivifera Scientific classification Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Lepidoptera Family: Tineidae Genus: Philonome Species: P. rivifera Binomial name Philonome riviferaMeyrick, 1915 Philonome rivifera is a species of moth of the family Tineidae. It is found in Guyana. The length of the forewings is 2.8–4.6 mm. The forewings are reddish brown in the medial area, orange in the terminal third of the costal area and pale orange in the...
Online publication and Internet media company launched in 2013 DistractifyType of siteOnline publicationAvailable inEnglishFounded2013; 10 years ago (2013)URLdistractify.comCommercialYesRegistrationNoLaunched2013; 10 years ago (2013)Current statusActive Distractify is an online publication and Internet media company launched in 2013 by Quinn Hu (also known as the YouTuber 2 Bucks), Yosef Lerner, and Jake Heppner. The company started as a social me...
French footballer (born 2003) Elye Wahi Wahi in 2022Personal informationFull name Sepe Elye WahiDate of birth (2003-01-02) 2 January 2003 (age 20)Place of birth Courcouronnes, FranceHeight 1.81 m (5 ft 11 in)[1]Position(s) ForwardTeam informationCurrent team LensNumber 9Youth career2009–2016 Suresnes2016–2018 Caen2018 Montfermeil2018–2020 MontpellierSenior career*Years Team Apps (Gls)2019–2020 Montpellier II 11 (3)2020–2023 Montpellier 85 (32)2023– Lens...
The project page associated with this talk page is an official policy on Wikipedia. Policies have wide acceptance among editors and are considered a standard for all users to follow. Please review policy editing recommendations before making any substantive change to this page. Always remember to keep cool when editing, and don't panic. ShortcutWT:IPEXEMPT Please log all grants of IP block exemption at Wikipedia talk:IP block exemption/log. Archives: /Archive 1 - policy creation up to enablin...
Dwarf irregular galaxy, satellite galaxy of the Milky Way Small Magellanic CloudThe Small Magellanic Cloud(Source: Digitized Sky Survey 2)Observation data (J2000 epoch)ConstellationTucana and HydrusRight ascension00h 52m 44.8s[1]Declination−72° 49′ 43″[1]Redshift0.000527[1]Distance203.7 ± 1.5 kly (62.44 ± 0.47 kpc)[2]Apparent magnitude (V)2.7[1]CharacteristicsTypeSB(s)m pec[1]Number of stars3 billion[4]...