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Den här artikeln har skapats av Lsjbot, ett program (en robot) för automatisk redigering. (2016-11)Artikeln kan innehålla fakta- eller språkfel, eller ett märkligt urval av fakta, källor eller bilder. Mallen kan avlägsnas efter en kontroll av innehållet (vidare information) För andra betydelser, se Santa Ana. Santa Ana Santa Ana Arriba, Santa Ana de Arriba Ort Land Mexiko Delstat Chihuahua Kommun Santa Isabel Höjdläge 1 630 m ö.h. Koordinater 28°18′36″N 106
تحقيقات كلب Forschungen eines Hundes الطبعة الأولى من سور الصين العظيم (1931) معلومات الكتاب المؤلف فرانز كافكا البلد ألمانيا اللغة اللغة الألمانية الناشر دار نشر جوستاف كيبنهاور تاريخ النشر 1931 النوع الأدبي قصة قصيرة تعديل مصدري - تعديل تحقيقات كلب (بالألمانية: Forschungen eines Hundes) قصة قصير…
Higher education institute in Wildau, Germany UAS Wildau The Wildau Institute of Technology (WIT) is an institute of further education at higher university level. The WIT is affiliated to the Technical University of Applied Sciences Wildau (TH Wildau - Technische Hochschule Wildau (FH)), and was established in 2004. Study programmes Master of Business Administration (two years, part-time, 25% English, 75% German, accredited by ACQUIN) Master in Aviation Management (two years, part-time, English,…
Artikel utama: Sejarah militer Persemakmuran Inggris pada Perang Dunia Kedua Gurkhas melaju dengan tank-tank untuk membersihan pasukan Jepang dari jalan Imphal-Kohima di Burma Setelah invasi Polandia oleh Jerman, Kerajaan Nepal mendeklarasikan perang terhadap Jerman pada 4 September 1939. Saat Jepang memasuki konflik tersebut, enam belas batalion Angkatan Darat Kerajaan Nepal bertarung di front Burma. Selain dukungan militer, Nepal menyumbangkan meriam, peralatan serta ribuan pound teh, gula dan…
Public school in Hampstead, London, 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: University College School – news · newspapers · books · scholar · JSTOR (September 2019) (Learn how and when to remove this template message) University College SchoolLocationFrognal, London, NW3EnglandCoordinates51°33′12″N…
У Вікіпедії є статті про інших людей із прізвищем Сергєєв. Сергєєв Филимон ІвановичНародився 28 липня 1941(1941-07-28)Шенкурський муніципальний район, Архангельська область, РРФСР, СРСРПомер 31 травня 2021(2021-05-31) (79 років)МоскваКраїна СРСР РосіяДіяльність акторAlma mater Всеросій
San Cisco San Cisco en vivo en el 2012.Datos generalesOrigen Fremantle, Australia Occidental, AustraliaEstado ActivoInformación artísticaGénero(s) Indie folkIndie popIndie rockPop psicodélicoRock psicodélicoPeríodo de actividad 2009 - actualmenteDiscográfica(s) Albert ProductionsFat Possum RecordsArtistas relacionados The FlairzGhetto CrystalsThe Real Life AnimatorsWebSitio web Sitio OficialMiembros Jordi DaviesonJosh BiondilloNick GardnerScarlett Stevens [editar dato…
No debe confundirse con el teorema de Rouché-Frobenius. El teorema de Rouché, que lleva el nombre de Eugène Rouché, establece que para dos funciones complejas f y g, con valores holomórficos cualesquiera dentro de una región K {\displaystyle K} con contorno cerrado ∂ K {\displaystyle \partial K} , si |g(z)| < |f(z)| en ∂ K {\displaystyle \partial K} , entonces (f) y (f + g) tienen el mismo número de ceros dentro de K {\displaystyle K} , donde cada cero se cuenta tantas ve…
Опис фото будинку Єврейського дому Джерело власна фотографія Час створення 2011 Автор зображення Веренко Я.Г. Ліцензія Це зображення було добровільно передане в суспільне надбання його автором — Веренко Я.Г. . Веренко Я.Г. віддає усі права на використання цієї роботи в бу
Skyscraper in Shenzhen, Guangdong, China This article needs to be updated. Please help update this article to reflect recent events or newly available information. (November 2017) Tencent Binhai Mansion腾讯滨海大厦The Tencent Binhai Mansion in December 2020Alternative namesTencent Seafront TowersGeneral informationStatusCompletedTypeOfficeLocation33 Haitian Second Road, Nanshan District, Shenzhen, Guangdong, ChinaCoordinates22°31′32″N 113°55′50″E / 22.5255°N 113.…
Village in Scotland A view of Cove Harbour as seen from the Southern Upland Way An aerial view of Cove Harbour Cove is a village in the Scottish Borders area of Scotland,18 mi (29 km) northwest of the Scotland/England border. It is about 36 miles (58 kilometres) southeast of Edinburgh and 8 mi (13 km) from Dunbar. Cove is close to Cockburnspath, Dunglass, Innerwick, Oldhamstocks, Bilsdean, and, further afield, Dunbar and Eyemouth. The climate is typical for Scotland, with col…
Questa voce sugli argomenti circondari della Germania e Baviera è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Circondario degli Haßbergecircondario(DE) Landkreis Haßberge LocalizzazioneStato Germania Land Baviera Distretto Bassa Franconia AmministrazioneCapoluogoHaßfurt TerritorioCoordinatedel capoluogo50°02′07.8″N 10°30′51.84″E / 50.0355°N 10.5144°E50.0355; 10.5144 (Circondario degli Haßberge)Coordinate: …
Concept concerning lesbian sexuality Part of a series onLGBT topics LesbianGayBisexualTransgender Sexual orientation and gender Aromanticism Asexuality Gray asexuality Biology Bisexuality Pansexuality Demographics Environment Gender fluidity Gender identity Gender role Gender variance Homosexuality Intersex Non-heterosexual Non-binary gender Queer Queer heterosexuality Questioning Sexual identity Sex–gender distinction Trans man Trans woman Transgender Trans…
Former department of the UK Government Department for International DevelopmentWelsh: Yr Adran Datblygu RhyngwladolDepartment for International Development (London office) (far right)Department overviewFormed1997Preceding agenciesMinistry of Overseas Development (ODM)Overseas Development Administration (ODA)Dissolved2 September 2020[1]Superseding agencyForeign, Commonwealth and Development OfficeJurisdictionUnited KingdomHeadquarters22 Whitehall, London, EnglandEast Kilbride, ScotlandAnn…
Religious beliefs of the Kushites This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (October 2023) Votive Plaque of Apedemak, The Naqa kiosk, Excavation by John Garstang, 1909-1910, in the Temple of Apedemak, Meroe Kushite religion is the traditional belief system and pantheon of deities associated with the Ancient Nubians, who founded the Kingdom of Ku…
2005 live album by Alicia KeysUnpluggedLive album by Alicia KeysReleasedOctober 7, 2005 (2005-10-07)RecordedJuly 4, 2005VenueBrooklyn Academy of Music (New York City)GenreR&BLength72:22 (standard) 76:01 (extended)LabelJProducerAlex ColettiAlicia Keys chronology The Diary of Alicia Keys(2003) Unplugged(2005) As I Am(2007) Singles from Unplugged UnbreakableReleased: September 6, 2005 Every Little Bit HurtsReleased: January 17, 2006 Unplugged is the first live album by Am…
Fiction, non-fiction, essays, poems, plays and other writings in Latin History of literatureby era Ancient (corpora) Bronze Age Sumerian Ancient Egyptian Akkadian Ugarit Hittite Classical Classical Chinese Aramaic Ancient Greek Ancient Hebrew Classical Latin Ancient Meitei Syriac Prakrit Tamil Sangam Classical Sanskrit Early Medieval Telugu Kannada New Persian Pali Armenian Byzantine Greek Welsh Old English Georgian Old German Japanese Old Turkic Arabic Norse Bulgarian Medieval by century 10th 1…
American businesswoman (born 1963) This article has an unclear citation style. The references used may be made clearer with a different or consistent style of citation and footnoting. (June 2023) (Learn how and when to remove this template message) Lisa HershmanChief Management Officer of the Department of DefenseIn officeDecember 19, 2019 – January 1, 2021Acting: December 1, 2018 – December 19, 2019PresidentDonald TrumpPreceded byJohn H. GibsonSucceeded byOffice abolishedDeputy Chi…
Theorem about the intersections of d-dimensional convex sets Not to be confused with Helly's selection theorem. Helly's theorem for the Euclidean plane: if a family of convex sets has a nonempty intersection for every triple of sets, then the whole family has a nonempty intersection. Helly's theorem is a basic result in discrete geometry on the intersection of convex sets. It was discovered by Eduard Helly in 1913,[1] but not published by him until 1923, by which time alternative proofs …
Indian diplomat Meera Shankar YadavMeera Shankar at the U.S.-India People to People Conference in 2010BornMeera Yadav (1950-10-09) 9 October 1950 (age 73)Ambassador of India to the United StatesIn office2009–2011Preceded byRonen SenSucceeded byNirupama Rao Meera Shankar (née Yadav) served as India's Ambassador to the United States of America[1] from 26 April 2009[2] to 2011. She was India's second female ambassador to the United States of America, Vijaya Lakshmi Nehru Pan…
