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BangkaOrang Melayu BangkaOrang Bangka di Pulau Bangka.Jumlah populasi683.193[1]Daerah dengan populasi signifikanPulau Bangka, Provinsi Kepulauan Bangka Belitung (Indonesia)BahasaMelayu BangkaAgamaIslam (mayoritas)Kelompok etnik terkaitSekak • Belitung • Mapur Suku Bangka atau Melayu Bangka[2] adalah kelompok etnis yang mendiami Pulau Bangka di Provinsi Bangka Belitung. Orang Bangka mayoritas beragama Islam dan menuturkan bahasa Melayu Bangka. Pada tahun 2010, pop...
В Википедии есть статьи о других людях с фамилией Ромер. Эрик Ромерфр. Éric Rohmer Имя при рождении Jean-Marie Maurice Scherer Дата рождения 21 марта 1920(1920-03-21)[1][2][…] Место рождения Тюль, Коррез, Франция[5][6][…] Дата смерти 11 января 2010(2010-01-11)[3][4][…] (89 лет) Мест
Сен-МішельSaint-Michel Країна Франція Регіон Окситанія Департамент Тарн і Гаронна Округ Кастельсарразен Кантон Овіллар Код INSEE 82166 Поштові індекси 82340 Координати 44°02′02″ пн. ш. 0°56′45″ сх. д.H G O Висота 53 - 163 м.н.р.м. Площа 13,41 км² Населення 284 (01-2020[1]) Густота...
جامع سيف أباد إحداثيات 35°11′13″N 57°58′59″E / 35.186833333333°N 57.983166666667°E / 35.186833333333; 57.983166666667 معلومات عامة الموقع سیف أباد[1] القرية أو المدينة قرية سيف أباد، مقاطعة بردسكن الدولة إيران معلومات أخرى تعديل مصدري - تعديل جامع سيف أباد (بالفارسية: مسجد جامع سی
23 mathematical problems stated in 1900 David Hilbert Hilbert's problems are 23 problems in mathematics published by German mathematician David Hilbert in 1900. They were all unsolved at the time, and several proved to be very influential for 20th-century mathematics. Hilbert presented ten of the problems (1, 2, 6, 7, 8, 13, 16, 19, 21, and 22) at the Paris conference of the International Congress of Mathematicians, speaking on August 8 at the Sorbonne. The complete list of 23 probl...
Calle de Hernani Tipo calleLocalización Madrid (España)Se conecta con calle de Bravo Murillo, calle de Istúriz, calle de la Orden, calle de Cicerón, calle de Dulcinea, calle de Don Quijote, calle del Aviador Zorita, calle de Edgar Neville y calle de OrenseCoordenadas 40°26′54″N 3°42′03″O / 40.448263888889, -3.7009222222222Nombrado por Hernani[editar datos en Wikidata] La calle de Hernani es una vía pública de la ciudad española de Madrid, situada en ...
Italian television series Thou Shalt Not KillItalian logo for Season 1Non uccidereGenre Drama Crime Starring Miriam Leone Matteo Martari Thomas Trabacchi Riccardo Lombardo Luca Terraciano Monica Guerritore Davide Iacopini ComposersCorrado CarosioPierangelo FornaroCountry of originItalyOriginal releaseNetworkRai 3RaiPlay Thou Shalt Not Kill (Italian: Non uccidere) is an Italian television crime drama starring Miriam Leone. It aired in Italy on Rai 3 in Italy for season one in 2017. Season 2 pr...
Pour les articles homonymes, voir Huckleberry Finn (homonymie). Les Aventures de Huck Finnl'ami de Tom Sawyer Première édition américaine, en 1885(la couverture de l'édition anglaise de 1884 est rouge) Auteur Mark Twain Pays États-Unis Genre roman picaresque Version originale Langue anglais américain Titre The Adventures of Huckleberry Finn Éditeur Chatto et Windus Lieu de parution Londres Date de parution 4 décembre 1884 Version française Traducteur William Little Hughes Éditeur He...
Pour les articles homonymes, voir Doire. Doire de Valgrisenche Cours de la Doire de Valgrisenche. Caractéristiques Longueur 28 km Bassin collecteur Pô Cours Source torrent de Vaudet Confluence Doire Baltée · Localisation Arvier Géographie Pays traversés Italie Régions traversées Vallée d'Aoste modifier La Doire de Valgrisenche (en patois valdôtain Djouìa de Vâgresèntse ; en italien : Dora di Valgrisenche) est un torrent qui traverse le Valgrisenche en Vallée...
German-Danish prince and field marshal Prince FrederikPrince Frederik of HesseBorn(1771-05-24)24 May 1771Gottorp Castle, SchleswigDied24 February 1845(1845-02-24) (aged 73)Panker, HolsteinSpouseKlara von BrockdorffHouseHesse-KasselFatherPrince Charles of Hesse-KasselMotherPrincess Louise of Denmark Prince Frederik of Hesse, Landgrave Friedrich of Hesse-Cassel (24 May 1771 – 24 February 1845) was a Danish-German nobleman, field marshal and governor-general of Norway (1810–1813) and th...
Dieser Artikel behandelt die physikalische Kraft bei Rollvorgängen; die Rollwiderstands-Effizienzklassen von Autoreifen, die auf dem Reifenlabel vorkommen, werden im Artikel Reifenlabel erklärt. Der Rollwiderstand (auch: Rollreibung oder rollende Reibung) ist die Kraft, die beim Abrollen eines Rades oder Wälzkörpers entsteht und der Bewegung entgegengerichtet ist. Da der Rollwiderstand ungefähr proportional zur Normalkraft ist, wird als Kennwert der Rollwiderstandskoeffizient c R {\displ...
Sebuah Kota di atas sebuah Batu, yang lama diatributkan kepada Goya, sekarang dianggap dilukis oleh pemalsu abad ke-19 Eugenic Lucas. Unsur-unsur dari lukisan tersebut tampak dijiplak dari karya-karya autografi buatan Goya, dan sehingga lukisan tersebut dianggap sebagai pastiche. Lukisan tersebut memiliki kemiripan dengan lukisan May tree karya Goya. Pemalsuan karya seni adalah pembuatan dan penjualan karya-karya seni rupa yang dipalsukan sebagai karya orang lain, biasanya seniman terkenal. P...
2013 film SiddharthFilm posterDirected byRichie MehtaWritten byMaureen DoreyRajesh TailangRichie MehtaProduced byStephen N. BrayRichie MehtaDavid MillerStarringRajesh TailangTannishtha ChatterjeeCinematographyBob GunduEdited byStuart McIntyreRichie MehtaMusic byAndrew LockingtonProductioncompaniesPoor Man's ProductionsWonderland IndiaDistributed byZeitgeist FilmsPinnacle FilmsRelease date 10 September 2013 (2013-09-10) (TIFF) Running time96 minutesCountriesIndiaCanadaLangua...
В Википедии есть статьи о других людях с фамилией Романов. Михаил Афанасьевич Романов Дата рождения 12 октября 1897(1897-10-12) Место рождения Варнавин, Костромская губерния, Российская империя Дата смерти 4 июля 1970(1970-07-04) Место смерти Москва Принадлежность СССР Род в...
1902 international language 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 possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be removed. (March 2013) (Learn how and when to remove this template message) This article relies excessively on references to primary...
Politics of Zimbabwe Constitution Constitutional history Human rights Government President Emmerson Mnangagwa Vice-President Constantino Chiwenga Kembo Mohadi Cabinet Legislature Parliament Senate President National Assembly Speaker Constituencies Judiciary Supreme Court Elections General 1980 1985 1990 1995 2000 2005 2008 2013 2018 2023 Referendums 2000 2013 Electoral Commission Political parties Administrative divisions Provinces Districts Wards Foreign relations Ministry of Foreign Affairs...
Clemens TönniesBorn (1956-05-27) May 27, 1956 (age 67) in Rheda Clemens Tönnies (ˈkleːmɛns ˈtœnjəs) is a German billionaire who owns 45% of the meat processing company Tönnies Holding. Forbes estimates his wealth at 1.6 billion US dollars.[1] Life Tönnies was born as the son of the butcher Klemens Tönnies and his wife Maria in Rheda, where he grew up with six siblings.[2] Clemens Tönnies took over the company after his brother Bernd Tönnies died of a lung inf...
2002–2004 Korean television series Magic Kid MasuriGenreFantasyStarringOh Seung-yoonYoon Young-ahKim Hee-jungHan Bo-baeCountry of originSouth KoreaOriginal languageKoreanNo. of episodes496ProductionProduction locationSouth KoreaOriginal releaseNetworkKBS2ReleaseFebruary 18, 2002 (2002-02-18) –February 27, 2004 (2004-02-27) Magic Kid Ma Soo-ri (Korean: 매직키드 마수리) is a 2002 South Korean television series starring Oh Seung-yoon, Yoon Young-ah, Kim Hee-jun...
American tennis player (born 1998) Keegan SmithSmith in 2023Country (sports) United StatesResidenceSan Diego, United StatesBorn (1998-06-23) June 23, 1998 (age 25)Wilmington, United StatesHeight1.98 m (6 ft 6 in)Turned pro2021PlaysRight-handed (two-handed backhand)CollegeUCLAPrize money$80,059SinglesCareer record0–0 (at ATP Tour level, Grand Slam level, and in Davis Cup)Career titles0Highest rankingNo. 339 (September 19, 2022)Current ra...
|Зображення_підпис= Черкаська дитяча музична школа №3 Тип позашкільний заклад геокоординати не задано: Засновано 1996[1]Директор Колесник Алла ЮріївнаАдреса м.Черкаси, вул. Чорновола 10 Черка́ська дитяча музична школа № 3 — позашкільний навчальний заклад в місті �...