Jewgeni Wladimirowitsch Alexejew
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Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Isla SummerLahir9 Juni 1997 (umur 26)Amerika SerikatKebangsaanAmerika SerikatNama lainIslaTinggi162 m (531 ft 6 in)Berat57 kg (126 pon) Isla Summer (lahir di Long Beach, Amerika Serikat, pada 9 Juni 1997) adalah seor...
Glasgow National Hockey CentreNational Hockey Centre (2021)LocationGlasgow Green, GlasgowScotlandOwnerGlasgow City CouncilCapacity514 (permanent), 5,000 (Temporary)ConstructionBroke ground2012Opened2013General contractorSir Robert McAlpineTenants2014 Commonwealth GamesRottenrow Hockey Club Glasgow National Hockey Centre is a facility for playing field hockey, situated on Glasgow Green in Glasgow, United Kingdom. The facility was constructed for the Commonwealth Games in 2014. The facility in...
American actress (born 1940) Mariette HartleyHartley co-hosting The Morning Program in 1987Born (1940-06-21) June 21, 1940 (age 83)[1]Weston, Connecticut, U.S.[2]EducationCarnegie Institute of Technology (BFA)OccupationActressYears active1962–presentSpouses John Seventa (m. 1960; div. 1962) Patrick Boyriven (m. 1978; div. 1996) Jerry Sroka (...
العلاقات الصومالية المالطية الصومال مالطا الصومال مالطا تعديل مصدري - تعديل العلاقات الصومالية المالطية هي العلاقات الثنائية التي تجمع بين الصومال ومالطا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة ا�...
Internet hoax Tree octopus redirects here. Not to be confused with Octopus tree. Doctored image of the Pacific Northwest tree octopus as it appears on the website The Pacific Northwest tree octopus is an Internet hoax created in 1998 by a humor writer under the pseudonym Lyle Zapato.[1][2] Since its creation, the Pacific Northwest tree octopus website has been commonly referenced in Internet literacy classes in schools and has been used in multiple studies demonstrating child...
Airport area that must be clear to prevent against signal interference Critical area redirects here. For IC Circuits, see Critical area (Computing). 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: Critical area aeronautics – news · newspapers · books · scholar · JSTOR (January 2022) (Learn how and when to remove this tem...
Film directed by Sally El Hosaini The SwimmersOfficial release posterDirected bySally El-HosainiScreenplay by Sally El-Hosaini Jack Thorne Produced by Eric Fellner Tim Bevan Ali Jaafar Tim Cole Starring Nathalie Issa Manal Issa Ahmed Malek Matthias Schweighöfer Ali Suliman Kinda Alloush James Krishna Floyd CinematographyChristopher RossEdited byIain KitchingMusic bySteven PriceProductioncompanies Working Title Films Netflix Distributed byNetflixRelease dates September 8, 2022 ...
PT Indra Karya (Persero)JenisBadan usaha milik negaraIndustriKonsultansiDidirikan29 Maret 1961; 63 tahun lalu (1961-03-29)KantorpusatJakarta, IndonesiaWilayah operasiIndonesiaTokohkunciGok Ari Joso Simamora[1](Direktur Utama)Airlangga Mardjono[2](Komisaris)Okky Suryono[3].ProdukIntegrated Engineering ConsultantConstruction DesignWater Resourcess & Water CleanSmart Water SystemGeotech InvestigationLaboratorium ServicesEnergy & Renewable EnergyMineral Water ...
Questa voce sull'argomento anatomia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. 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. Muscolo peroneo breveSi osserva il muscolo peroneo breveAnatomia del Gray(EN) Pagina 487 SistemaSistema muscolare Originelateral surface...
Governorate-General of the Russian Empire Map of the six governorates of the Northwestern Krai – three western governorates constituted Vilna Governorate-General Vilna Governorate-General (Russian: Литовское генерал-губернаторство, Lithuanian: Vilniaus generalgubernatorija), known as Lithuania Governorate-General before 1830, was a Governorate-General of the Russian Empire from 1794 to 1912. It primarily encompassed the Vilna, Grodno, and Kovno Governorates. Go...
Stadion in Norway Kristiansand StadionKristiansand Stadion, seen from the northLocationØstre Ringvei 2, 4632 KristiansandCoordinates58°8′51″N 8°1′17″E / 58.14750°N 8.02139°E / 58.14750; 8.02139OwnerKristiansand kommuneOperatorKristiansand kommuneCapacity16,600SurfaceGrassOpened11 July 1948TenantsFK Donn (football) Kristiansands IF (athletics) Kristiansand stadion is a multi-use stadium in Kristiansand, Norway. The stadium holds 16,600 people. It was mostly...
Флаг гордости бисексуалов Бисексуальность Сексуальные ориентации Бисексуальность Пансексуальность Полисексуальность Моносексуальность Сексуальные идентичности Би-любопытство Гетерогибкость и гомогибкость Сексуальная текучесть Исследования Шк...
1900 Olympic tennis tournament Men's doubles tennisat the Games of the II OlympiadSemifinal match between the Doherty brothers and Mahony/NorrisVenueIle de PuteauxDates6–11 July 1900Competitors8 teams (16 players) from 3 nationsMedalists Great Britain Laurence DohertyReginald Doherty Mixed team Max DécugisBasil Spalding de Garmendia France Guy de la ChapelleAndré Prévost Great Britain Harold MahonyArthur Norris← 18961904 → Men's dou...
Iliturgi Ciudad IliturgiLocalización de Iliturgi en Península ibéricaCoordenadas 37°58′19″N 3°46′26″O / 37.97183, -3.774Entidad Ciudad • País Imperio romano • Provincia Hispania Citerior (169-27 a. C.)Bética (27 a. C.-)Fundación 181 a. C.-179 a. C.Desaparición siglo VIIICorrespondencia actual Mengíbar, Jaén, España[editar datos en Wikidata] Iliturgi, Illiturgis o Iliturgis fue una ciudad ibérica y ...
Asymmetry between the two acting surfaces of an airfoil In aeronautics and aeronautical engineering, camber is the asymmetry between the two acting surfaces of an airfoil, with the top surface of a wing (or correspondingly the front surface of a propeller blade) commonly being more convex (positive camber). An airfoil that is not cambered is called a symmetric airfoil. The benefits of cambering were discovered and first utilized by George Cayley in the early 19th century.[1] Overview ...
Edvard Ingjald Moser Premio Nobel per la medicina 2014 Edvard Ingjald Moser (Ålesund, 27 aprile 1962) è uno psicologo e neuroscienziato norvegese. Ha vinto il Premio Nobel per la fisiologia o medicina nel 2014, assieme a John O'Keefe e alla moglie May-Britt Moser per le loro scoperte riguardanti un sistema di posizionamento nel cervello.[1] I Moser sono i primi norvegesi a ricevere questo riconoscimento. Note ^ www.repubblica.it Altri progetti Altri progetti Wikimedia Commons Wi...
Natural processes of water movement within the water cycle Water cycle of the Earth's surface, showing the individual components of transpiration and evaporation that make up evapotranspiration. Other closely related processes shown are runoff and groundwater recharge. Global distribution of potential evapotranspiration averaged over the years 1981–2010 from the CHELSA-BIOCLIM+ data set[1] Evapotranspiration (ET) refers to the combined processes which move water from the Earth's sur...
MengertikahAlbum studio karya Feby FebiolaDirilis20 Desember 2000GenrepopLabelMusica Studio's, Music PlusKronologi Feby Febiola -String Module Error: Match not foundString Module Error: Match not found Mengertikah (2000) Mengenal Kasihmu (?)String Module Error: Match not foundString Module Error: Match not found Mengertikah merupakan sebuah album musik perdana karya Feby Febiola. Album ini dirilis pada tahun 2000. Singel yang dijagokan adalah “Mengertikah”. Sejauh ini, album ini adala...
Il criterio di maggioranza è un criterio del sistema di voto a vincitore singolo, utilizzato per confrontare tali sistemi. Il criterio afferma che se un candidato è classificato per primo (preferito a tutti gli altri candidati) per la maggioranza (oltre il 50%) degli elettori, quel candidato deve vincere.[1][2][3] Alcuni metodi che soddisfano questo criterio includono qualsiasi metodo Condorcet, Voto alternativo, votazione Bucklin e votazione per pluralità. I sosten...
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