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Para otros usos de este término, véase Estados Unidos (desambiguación). «EUA», «US», «USA» y «United States» redirigen aquí. Para otras acepciones y los barcos con ese nombre, véanse respectivamente EUA (desambiguación), US, USA (desambiguación) y USS United States. Estados Unidos de AméricaUnited States of America (inglés)Bandera Gran Sello Lema: In God we trust(en inglés: «En Dios confiamos») [1] Himno: The Star-Spangled Banner(inglés: «La bandera tachonada...
Iranian military commander SardarYahya Rahim SafaviBorn1952 (age 70–71)Isfahan, Pahlavi IranAllegianceIranService/branchIslamic Revolutionary Guard CorpsYears of service1979–presentRankMajor generalCommands heldIslamic Revolutionary Guard CorpsGround ForcesBattles/warsIran–Iraq WarWar on Terrorism (2001 uprising in Herat)Awards 2nd grade Fath Medal[1] Yahya Rahim Safavi (Persian: یحیی (رحیم) صفوی, born 1952) is an Iranian military commander who served a...
Artículo principal: Relatividad general Dibujo artístico acerca de una prueba realizada con alta precisión por la sonda Cassini al enviar señales a la tierra y al describir la trayectoria predicha. La relatividad general (RG) es una teoría de la gravitación que fue desarrollada por Albert Einstein entre 1907 y 1915. De acuerdo a la relatividad general, la atracción gravitatoria observada entre masas se debe a una curvatura del espacio-tiempo y por tanto un reflejo de la geometría...
Untuk kegunaan lain, lihat Central Park (disambiguasi). Central ParkJenisTaman umum (Departemen Taman dan Rekreasi New York City)Lokasi Manhattan, New York City, Amerika SerikatKoordinat40°46′55″LU,73°57′58″BBDibuka1859Dioperasikan olehCentral Park ConservancyStatusSepanjang tahun Central Park adalah taman umum yang luas di Manhattan, New York City. Luasnya 3,41 km² dengan bentuk lahan persegi panjang (panjang 4 km, lebar 800 m). Setiap tahunnya, taman ini dikunjungi...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) {{{year}}} {{{competition}}} تفاصيل البطولة بطولة العالم لكرة الطائرة للرجال 1952 تعديل مصدري - تعديل أقيمت بط
Agostinho Ferreira Barrias Nascimento 5 de Outubro de 1937Vila Marim, Vila Real Morte 6 de Abril de 2023Porto Nacionalidade Portuguesa Ocupação Empresário Agostinho Ferreira Barrias (Agarez, Vila Marim, Vila Real, 5 de Outubro de 1937 – 6 de Abril de 2023, Porto) foi um empresário português, que teve um papel de relevo no ramo da restauração na cidade do Porto, tendo sido o proprietário dos cafés Majestic e Guarany. Fachada do Café Majestic, em 2008. Biografia Nasceu na cidade de ...
1949 West German presidential election 12 September 1949 1954 → Nominee Theodor Heuss Kurt Schumacher Rudolf Amelunxen Party FDP SPD Centre Electoral vote 416 312 30 Percentage 51.7% 38.8 3.7 President before election Karl Dönitz (as President of the German Reich at the end of World War II) NSDAP Elected President Theodor Heuss FDP An indirect presidential election (officially the 1st Federal Convention) was held on 12 September 1949, following the first Bundestag elec...
Indian painter (1937–2013) Ganesh PyneBorn(1937-06-11)11 June 1937[1]Kolkata, West Bengal, IndiaDied12 March 2013(2013-03-12) (aged 75)Kolkata, West Bengal, IndiaEducationGovernment College of Art & CraftKnown forPainting, drawingMovementIndian modern art Ganesh Pyne (Bengali: গণেশ পাইন) (11 June 1937 – 12 March 2013)[2] was an Indian painter[3] and draughtsman, born in Kolkata, West Bengal. Pyne is one of the most notable contemporary...
German union of research bodies Leibniz AssociationFormation1990; 33 years ago (1990)Typenon-profit research organizationHeadquartersBerlin, GermanyPresidentProf. Dr. Martina BrockmeierMain organSenateBudget €1.9 billion (2019)Staff 20,000Websitewww.leibniz-gemeinschaft.de Chausseehof building, Chausseestrasse 111 in Berlin, seat of the Leibniz Association since 2011[1] The Leibniz Association (German: Leibniz-Gemeinschaft or Wissenschaftsgemeinschaft Gottfried Wil...
大阪單軌電車線泽良宜站附近的2000系 EXPO'70 纪念列車(2020年4月)日語原名大阪モノレール線假名おおさかモノレールせん羅馬字Ōsaka Monorail sen概覽營運地點 日本 大阪府服務類型跨座式單軌(日本跨座式)起點站大阪機場站終點站門真市站技術數據營運長度21.2 km最高速度75 km/h正線數目複線車站數目14最小曲线半径100公尺最大坡度50 ‰電氣化方式直流電1,500 V閉塞方�...
У Вікіпедії є статті про інших людей із прізвищем Юрченко. Ігор Григорійович ЮрченкоНародився 21 квітня 1965(1965-04-21) (58 років) м. Ровеньки, Луганська область, УРСРГромадянство СРСР → УкраїнаДіяльність ШахтарПосада Бригадир гірників очисного забоюНагороди Юрчен...
Hubungan Tiongkok–Kenya Tiongkok Kenya Hubungan Tiongkok–Kenya merujuk kepada hubungan bilateral antara Tiongkok dan Kenya. Menteri Luar Negeri Tiongkok Chen Yi bertemu dengan Jomo Kenyatta saat mengunjungi Kenya pada Februari 1964 Hubungan politik Hubungan bilateral tersebut telah ada sejak 14 Desember 1963, dua hari setelah pendirian resmi kemerdekaan Kenya, saat Tiongkok menjadi negara keempat yang membuka sebuah kedubes di Nairobi.[1] Referensi ^ Kenya, China Mark 40-year Dipl...
Gojira discographyGojira performing at Rock im Park in Germany in 2017Studio albums7Live albums3Video albums3Music videos17EPs1Singles11Demo albums4Film score albums1 The discography of Gojira, a French heavy metal band, consists of seven studio albums, three live albums, one film score album (live), four demo albums, one extended plays, ten singles, seventeen music videos, and three video albums. Gojira was formed in 1996 under the name Godzilla by guitarist Joe Duplantier, his brother, drum...
American film by Craig Brewer FootlooseTheatrical release posterDirected byCraig BrewerScreenplay by Craig Brewer Dean Pitchford Story byDean PitchfordBased onCharactersby Dean PitchfordProduced by Craig Zadan Neil Meron Dylan Sellers Brad Weston Starring Kenny Wormald Julianne Hough Andie MacDowell Dennis Quaid CinematographyAmy VincentEdited byBilly FoxMusic by Deborah Lurie Productioncompanies MTV Films[1] Spyglass Entertainment[1] Unique Features[1] Dylan Sellers...
Arai Sekisho新居関所Arai BarrierLocation within Shizuoka PrefectureShow map of Shizuoka PrefectureArai Barrier (Japan)Show map of JapanGeneral informationAddress1227-5 Arai, Arai-machiTown or cityKosai, ShizuokaCountryJapanCoordinates34°41′40.78″N 137°33′40.73″E / 34.6946611°N 137.5613139°E / 34.6946611; 137.5613139WebsiteHomepage (in Japanese)Special National Historic Site of Japan The Arai Barrier (新居関所, Arai Sekisho) was a security checkpoint...
British-American conceptual artist and educator This article may rely excessively on sources too closely associated with the subject, potentially preventing the article from being verifiable and neutral. Please help improve it by replacing them with more appropriate citations to reliable, independent, third-party sources. (March 2016) (Learn how and when to remove this template message) Lenka ClaytonBorn1977 (age 45–46)Cornwell, EnglandNationalityBritish-AmericanAlma materNati...
Ethnic group British diasporaTotal populationEstimated at about 200 million[1]Regions with significant populationsUnited Kingdom51,736,290(74% of population)[2]United States72,065,000 (2015)[A][B][3][4][5]678,000[C][6]Australia10,735,660 (2021)(At least 42.2% of population)[7][D][E][11]Canada10,749,150(30.6% of population)[12]New Zealand2,425,278215,000[13][failed verifi...
Function between two metric spaces that only respects their large-scale geometry In mathematics, a quasi-isometry is a function between two metric spaces that respects large-scale geometry of these spaces and ignores their small-scale details. Two metric spaces are quasi-isometric if there exists a quasi-isometry between them. The property of being quasi-isometric behaves like an equivalence relation on the class of metric spaces. The concept of quasi-isometry is especially important in geome...
Tax to support disease treatment For other taxes on aviation, see Aviation tax. 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: Solidarity tax on airplane tickets – news · newspapers · books · scholar · JSTOR (January 2014) (Learn how and when to remove this template message) Part of a series onTaxation An a...
Messina Chasmata berada di dekat bagian tengah citra Voyager 2 ini. Messina Chasmata adalah ngarai terbesar atau sistem ngarai pada permukaan satelit Uranus, yakni Titania. Nama ngarai ini diilhami oleh suatu tempat dalam komedi William Shakespeare berjudul Much Ado About Nothing.[1] Kenampakan sepanjang 1492 km ini meliputi dua sesar normal yang tersebar dari barat laut hingga tenggara, yang menghubungkan blok kerak yang menurun sehingga membentuk struktur yang dinamakan graben.[...