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County of LondonLokasi County of London di InggrisWilayah • 191174.816 ekar (302,77 km2) • 196174.903 ekar (303,12 km2) Populasi • 19114,521,685 • 19613,200,484 Kepadatan • 191160/acre • 196142/acre Sejarah • AsalMetropolis • Didirikan1889 • Dihapuskan1965 • Dilanjutkan olehLondon Raya StatusCounty administratif dan seremonialPemerintahDewan London County ...

PripyatПри́п'ять (bahasa Ukraina), При́пять (bahasa Rusia) Lambang kebesaranNegara UkrainaOblast KievRaionKota di bawah oblastDidirikan1970Diresmikan1979Pemerintahan • AdministrasiZona alienasiPopulasi (2001) • Total2.000Zona waktuUTC+2 (EET) • Musim panas (DST)UTC+3 (EEST)Kode pos-Kode area telepon+380 4499[1] Pripyat ([При́п'ять, Pryp'yat’] Error: {{Lang-xx}}: text has italic markup (help); [При́пять, Pr...

118th season of top-tier football league in Scotland Football league seasonScottish PremiershipSeason2023–24Dates5 August 2023 –19 May 2024Matches played179Goals scored473 (2.64 per match)Top goalscorerLawrence Shankland(20 goals)Biggest home winCeltic 6–0 Aberdeen(12 November 2023)Celtic 7–1 Dundee(28 February 2024)Biggest away winDundee 0–5 Rangers(1 November 2023)Highest scoringCeltic 7–1 Dundee(28 February 2024)Longest winning runRangers(9 games)Longest unbeaten runCeltic...

Kapal selam kelas Kilo Perbandingan kebisingan kapal selam Ilustrasi yang menunjukan kontrol kapal selam Kapal selam[1] adalah kapal yang bergerak di bawah permukaan air, umumnya digunakan untuk tujuan dan kepentingan militer. Sebagian besar Angkatan Laut memiliki dan mengoperasikan kapal selam sekalipun jumlah dan populasinya di setiap negara berbeda. Selain digunakan untuk kepentingan militer, kapal selam juga digunakan untuk ilmu pengetahuan laut dan air tawar dan untuk bertugas di...

Type of personal naming custom used in Mongolian culture This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Mongolian name – news · newspapers · books · scholar...

(55637) 2002 UX25PenemuanDitemukan olehSpacewatchSitus penemuan291Tanggal penemuan2002/10/30Ciri-ciri orbitAphelion49.062Perihelion36.639Sumbu semimayor42.850Eksentrisitas0.145Anomali rata-rata293.8Inklinasi19.4Bujur node menaik204.6Argumen perihelion276.2Ciri-ciri fisikMagnitudo mutlak (H)3.7 (55637) 2002 UX25 adalah sebuah objek trans-Neptunus. Seperti objek trans-Neptunus pada umumnya, benda ini mengorbit Matahari dari jarak yang lebih jauh dari planet Neptunus. Ek...

Daftar ini merupakan daftar tokoh-tokoh dari Kepulauan Riau. Tokoh-tokoh di bawah ini tidak hanya merupakan kelahiran Kepulauan Riau, tetapi juga berdasarkan garis keturunan dan perannya dalam pembangunan provinsi Kepulauan Riau. Para pembaca dipersilakan ikut mengisi. Politik, pejuang, dan pemerintahan Mochtar Husein - Pejuang & Pengibar Pertama Bendera merah putih di Kepulauan Riau]] H. Imam Sudrajat - Pengusaha & pejuang pembentukan provinsi Kepulauan Riau]] Muhammad Buang- Anggota...

Sporting event delegationSwitzerland at the2017 World Aquatics ChampionshipsFlag of SwitzerlandFINA codeSUINational federationSchweizerischer SchwimmverbandWebsitewww.fsn.chin Budapest, HungaryCompetitors23 in 3 sportsMedals Gold 0 Silver 0 Bronze 0 Total 0 World Aquatics Championships appearances197319751978198219861991199419982001200320052007200920112013201520172019202220232024 Switzerland competed at the 2017 World Aquatics Championships in Budapest, Hungary from 14 July to 30 July. Divin...

Pour les articles homonymes, voir Fontanet. Joseph Fontanet Fonctions Député français 2 avril 1973 – 5 mai 1973(1 mois et 3 jours) Élection 11 mars 1973 Circonscription 2e de la Savoie Législature Ve (Cinquième République) Groupe politique UC Prédécesseur Georges Peizerat Successeur Georges Peizerat 6 décembre 1962 – 22 juillet 1969(6 ans, 7 mois et 16 jours) Élection 25 novembre 1962 Réélection 12 mars 196730 juin 1968 Circonscription 2e de la Savoi...

Questa voce sugli argomenti allenatori di pallacanestro statunitensi e cestisti statunitensi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti dei progetti di riferimento 1, 2. Neil Johnston Nazionalità  Stati Uniti Altezza 203 cm Peso 95 kg Pallacanestro Ruolo CentroAllenatore Termine carriera 1962 - giocatore1977 - allenatore Hall of fame Naismith Hall of Fame (1990) Carriera Giovanili 1944-1946Chillicothe High School19...

This article needs to be updated. Please help update this article to reflect recent events or newly available information. (November 2022) Renewable energy technology exhibition in Taiwan in 2007 Renewable energy in Taiwan contributed to 8.7% of national electricity generation as of end of 2013.[1] The total installed capacity of renewable energy in Taiwan by the end of 2013 was 3.76 GW.[2][3] As of 2021, Taiwan had set a target to generate 20% of its energy from rene...

Men's team sprintat the Games of the XXIX OlympiadVenueLaoshan VelodromeDatesAugust 15Competitors39 from 13 nationsWinning time43.128Medalists Chris Hoy, Jason Kenny, Jamie Staff  Great Britain Grégory Baugé, Kévin Sireau, Arnaud Tournant  France René Enders, Maximilian Levy, Stefan Nimke  Germany← 20042012 → Cycling at the2008 Summer OlympicsRoad cyclingRoad racemenwomenTime trialmenwomenTrack cyclingIndividual pursuitmenwomenTeam pursuitmen...

Розги и корыто с заготовленным для стояния на нём горохом, экспозиция во дворце наместника, Тобольский музей-заповедник Ро́зга — орудие для осуществления телесного наказания — порки. Представляет собой тонкий и гибкий прут. Для порки может использоваться как один тако�...

Pour l'année, voir 1933. Cet article présente les faits marquants de l'année 1933 en dadaïsme et surréalisme. Dada et Surréalisme Articles généraux Artistes Dadas et personnalités liées au mouvementListe des personnalités du mouvement surréalisteFemmes surréalistesTechniques surréalistes Articles centraux Littérature dada • Littérature surréalisteCinéma dada • Cinéma surréalistePeinture dada • Peinture surréalistePhotographie dada • Photographie surréalisteSculp...

Time that is freely disposed by individuals This article is about free time. For other uses, see Leisure (disambiguation). Several terms redirect here. For other uses, see Free time (disambiguation), Relaxing (horse), and Timepass (film). Public parks were initially set aside for leisure, recreation and sport. A man relaxing on a couch Leisure time swimming at an oasis Leisure has often been defined as a quality of experience or as free time.[1][2] Free time is...

Type of cracker Two Club Crackers Club Crackers are crackers made by the Kellogg Company.[1] They are somewhat similar in resemblance to saltines, but are rectangular and have 18 holes in a 3x6 pattern instead of the 13 holes in a 3-2-3-2-3 pattern that are on a saltine. Also, their short edges are even, not perforated. A square variant used in Club & Cheddar sandwich crackers retains the saltine shape and hole pattern. They have a buttery flavor and a large amount of fat, 3g per ...

Electrical online retailer Comet GroupLogo from 2010 to 2012, and again since 2020Trade nameComet Electricals LimitedCompany typeOnline Electrical RetailIndustryOnline RetailGenreOnline RetailFounded1933 (original), 2020 (relaunch)FounderGeorge Hollingbery in Kingston upon Hull, East Riding of YorkshireDefunct18 December 2012 (original) (until 2020)FateAdministration in 2012 (original)HeadquartersWellingborough, NorthamptonshireArea servedUnited KingdomKey peopleAdam Muir, Karl Gamble, Natha...

Relates tangents of two angles of a triangle and the lengths of the opposing sides Figure 1 – A triangle. The angles α, β, and γ are respectively opposite the sides a, b, and c. Trigonometry Outline History Usage Functions (sin, cos, tan, inverse) Generalized trigonometry Reference Identities Exact constants Tables Unit circle Laws and theorems Sines Cosines Tangents Cotangents Pythagorean theorem Calculus Trigonometric substitution Integrals (inverse functions) Derivatives Tri...

Artículo principal: Bélgica La historia de Bélgica se divide tradicionalmente en dos grandes episodios. El primero de ellos es aquel que comprende la historia del conjunto de territorios que formaron en el año 1830 el Estado de Bélgica propiamente dicho (pues nunca fue independiente de un modo estable antes de este año). El segundo retoma la sucesión de acontecimientos a partir de esta fecha clave, que supone el nacimiento de Bélgica en tanto que nación independiente política y...

ユーロビジョン・ソング・コンテスト 2018All Aboard! 日程 準決勝1 2018年5月8日 (2018-05-08) 準決勝2 2018年5月10日 (2018-05-10) 決勝 2018年5月12日 (2018-05-12) 主催者 会場 ポルトガル・リスボン、アトランティコ・パビリオン（アルティス・アリーナ） 司会 シルヴィア・アルベルト（英語版）フィロメナ・カウテラ（英語版）カタリナ・フルタド（英語版）ダニエラ・ル�...