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El dandi de Georgette Heyer Género Romance de la RegenciaEdición original en inglésTítulo original The CorinthianEditorial William HeinemannPaís Reino UnidoFecha de publicación 1940Formato Impresa (tapa dura y blanda)Páginas 240[editar datos en Wikidata] El dandi (título original en inglés, The Corinthian) es una novela romántica histórica de la Regencia escrita por Georgette Heyer, publicada por vez primera en 1940 por Heinemann en el Reino Unido. La historia se amb...
Бокс, до 75 кгна XXXI Олімпійських іграх Місце проведенняРіосентроДати14 серпня 2016 — 21 серпня 2016Учасників12 з 12 країнПризери Кларесса Шилдс США Ноукха Фонтейн Нідерланди Лі Цянь Китай Даріга Шакімова Казахстан← 20122020 → Бок...
Bambu Talang Bambu talang, Schizostachyum brachycladumdari Kampus IPB Darmaga, Bogor Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Angiospermae (tanpa takson): Monocots (tanpa takson): Commelinids Ordo: Poales Famili: Poaceae Subfamili: Bambusoideae Tribus: Bambuseae Genus: Schizostachyum Spesies: S. brachycladum Nama binomial Schizostachyum brachycladum(Kurz) Kurz[1] Sinonim Arundarbor cratium Rumph.[2] Arundo cratium Oken Melocanna brachyclada Kurz[3] (no...
American philosopher John Niemeyer FindlayBorn25 November 1903Pretoria, Transvaal ColonyDied27 September 1987 (1987-09-28) (aged 83)Boston, Massachusetts[2]NationalitySouth AfricanEducationTransvaal University CollegeBalliol College, OxfordUniversity of Graz (PhD, 1933)SpouseAileen HawthornEra20th-century philosophyRegionWestern philosophySchoolAnalytic philosophyInstitutionsUniversity of PretoriaUniversity of OtagoRhodes University CollegeUniversity of NatalKing's College, ...
Mathematical problem In combinatorial mathematics, two Latin squares of the same size (order) are said to be orthogonal if when superimposed the ordered paired entries in the positions are all distinct. A set of Latin squares, all of the same order, all pairs of which are orthogonal is called a set of mutually orthogonal Latin squares. This concept of orthogonality in combinatorics is strongly related to the concept of blocking in statistics, which ensures that independent variables are truly...
Едуардас Хломаускаслит. Eduardas ChlomauskasНародження 3 січня 1927(1927-01-03)Каунас, ЛитваСмерть 2004Діяльність архітекторНагороди Едуардас Хломаускас у Вікісховищі Едуардас Хломаускас (лит. Eduardas Chlomauskas; 8 січня 1927, Каунас — 9 жовтня 2004[1], Вільнюс) — литовський інженер-архіте
Сакіті Тойодаяп. 豊田 佐吉 Народився 19 березня 1867(1867-03-19)Fuchi districtd, Префектура Шідзуока, Японія[1]Помер 30 жовтня 1930(1930-10-30) (63 роки)Наґоя, Японія[1]·intracranial hemorrhagedКраїна ЯпоніяДіяльність винахідник, підприємець, інженер, економістЗнання мов японськаЗаклад Toyoda Bo...
Krugerrand Metall: 91,67 % Au Rand: geriffelt Prägejahre: 1967 bis heute Vorderseite Motiv: Paul Kruger Entwerfer: Otto Schultz Datum des Entwurfs: 1892 Rückseite Motiv: Springbock Entwerfer: Coert Steynberg Datum des Entwurfs: 1967 Der Krugerrand ist eine Anlagemünze und Kurantmünze, die in Gold, seit 2017 auch in Silber oder Platin, geprägt wird. Im deutschen Sprachraum sind die Schreibweise Krügerrand und die entsprechende Aussprache üblich. Inhaltsverzeichnis 1 Etymologie 2 Za...
Australian novelist Rosa Campbell PraedBornRosa Caroline Murray-Prior(1851-03-26)26 March 1851Bromelton, Colony of New South WalesDied10 April 1935(1935-04-10) (aged 84)Torquay, Devon, EnglandOccupation(s)Novelist, WriterParentThomas Murray-Prior (father) Rosa Campbell Praed (née Murray-Prior; 26 March 1851 – 10 April 1935), often credited as Mrs. Campbell Praed (and also known as Rosa Caroline Praed), was an Australian novelist in the 19th and early 20th centuries. Her large bib...
Newark, New Jersey city in New Jersey (en) kota terbesarkota besar Newark (en) Dinamakan berdasarkanNewark-on-Trent (en) Tempat Negara berdaulatAmerika SerikatNegara bagian di Amerika SerikatNew JerseyCounty of New Jersey (en) Essex County (en) Ibu kota dariEssex County (en) NegaraAmerika Serikat PendudukTotal311.549 (2020 )Tempat tinggal102.195 (2020 )GeografiLuas wilayah67,040795 km² [convert: unit tak dikenal]• Air7,3545 % Ketinggian3 m Berbatasan denganBe...
List of military engagements of World War I Covers terrestrial, maritime, and aerial conflicts, including campaigns, operations, defensive positions, and sieges. Campaigns generally refer to broader strategic operations conducted over a large bit of territory and over a long period of time. Battles generally refer to short periods of intense combat localized to a specific area and over a specific period of time. However, use of the terms in naming such events is not consistent. For example, t...
Road in Ukraine Road P15Автошлях Р15Route informationLength149.4 km (92.8 mi)Major junctionsnorth end M 19 in Kovelsouth end M 09 in Zhovkva LocationCountryUkraineOblastsVolyn Highway system Roads in Ukraine State Highways ← P 14→ P 16 P15 is a regional road (P-Highway) in Volyn Oblast and Lviv Oblast Ukraine. It runs north-south and connects Kovel with Zhovkva.[1] Main route Main route and connections to/intersections with other highways in Ukrai...
Bài viết về chủ đề vật lý này vẫn còn sơ khai. Bạn có thể giúp Wikipedia mở rộng nội dung để bài được hoàn chỉnh hơn.xts Là điểm kỳ dị của không-thời gian,có độ cong không-thời gian vô hạn giống điểm kỳ dị của lỗ đen nhưng không bị bao quanh bởi chân trời sự kiện. Trong thuyết tương đối rộng, kỳ dị trần trụi là điểm kỳ dị không thời gian, là ở đó, thời gian không t...
Hurikan IrmaHurikan mayor 5 (SSHWS/NWS)Terbentuk pada30 Agustus 2017Mereda pada12 September 2017 Kecepatan anginmaksimal1 menit: 185 mil/jam (295 km/jam) Tekanan minimal914 mbar (hPa) Korban jiwaTotal 55 (per 12 September)Kerusakan> 30 miliar (USD 2017)(Badai paling merugikan ke-4 atau ke-5 dalam catatan secara tidak resmi)Area terdampakKepulauan Leeward (terutama Barbuda, Saint-Barthélemy, Saint Martin, dan Kepulauan Virgin), Antillen Besar, Kepulauan Turks dan Caicos, Bahama, Amerika Se...
Indian actor Michael BatesBates in A Clockwork Orange in 1971BornMichael Hammond Bates(1920-12-04)4 December 1920Jhansi, United Provinces,British IndiaDied11 January 1978(1978-01-11) (aged 57)Chelsea, London, EnglandEducationUppingham SchoolAlma materSt Catharine's College, CambridgeOccupationActorYears active1953–1977Spouse Margaret M. J. Chisholm (m. 1954)Children3 Michael Hammond Bates[1] (4 December 1920 – 11 January 1978)&...
American baseball player, coach and manager Baseball player Jerry NarronNarron in 1981Catcher / ManagerBorn: (1956-01-15) January 15, 1956 (age 67)Goldsboro, North Carolina, U.S.Batted: LeftThrew: RightMLB debutApril 13, 1979, for the New York YankeesLast MLB appearanceOctober 2, 1987, for the Seattle MarinersMLB statisticsBatting average.211Home runs21Runs batted in96Managerial record291–341Winning %.460 TeamsAs player New York Yankees (1979) Seattle...
1985 film by S. A. Chandrasekhar Naan Sigappu ManithanFilm posterDirected byS. A. ChandrasekharScreenplay byS. A. ChandrasekharStory byShabd KumarProduced byA. Poorna Chandra RaoStarringRajinikanthK. BhagyarajAmbikaCinematographyM. KesavanEdited byP. R. Gautham RajuMusic byIlaiyaraajaProductioncompanyLakshmi ProductionsRelease date 12 April 1985 (1985-04-12) Running time147 minutesCountryIndiaLanguageTamil Naan Sigappu Manithan (transl. I am a Red Man) is a 1985 Indian Ta...
CloverWorks Inc.Logo studio sejak 2019-sekarangNama asli株式会社クローバーワークス[1]Nama latinKabushiki-gaisha Kurōbā WākusuJenisKabushiki gaisha Anak perusahaanIndustriStudio animasi Industri animeDidirikan1 Oktober 2018; 5 tahun lalu (2018-10-01)[2]Kantorpusat1-7-7 Umezato, Suginami, Tokyo, Jepang[2]TokohkunciHiroyuki Shimizu (清水博之) (Ketua) Akira Shimizu (清水暁) (Presiden)Total ekuitas¥ 100,000,000[2]PemilikSony Music Entert...
Koefisien hambatan dengan bilangan Reynolds sekitar 104[1][2] Dalam dinamika fluida, koefisien hambatan atau koefisien seret (sering ditulis dengan notasi: c d {\displaystyle c_{\mathrm {d} }} , c x {\displaystyle c_{x}} , atau c w {\displaystyle c_{\rm {w}}} ) merupakan besaran tidak berdimensi yang digunakan untuk menghitung gaya hambat sebuah objek dalam fluida, seperti udara atau air. Koefisien ini diguakan dalam persamaan hambatan yang menyatakan bahwa semakin kecil koefi...
In this Dutch name, the surname is van der Lee, not Lee.Dutch politician (born 1964) Tom van der Leevan der Lee in 2020Member of the House of RepresentativesIncumbentAssumed office 23 March 2017 Personal detailsBorn (1964-07-09) 9 July 1964 (age 59)Silvolde, Oude IJsselstreek, NetherlandsPolitical partyGroenLinks Tom van der Lee (born 9 July 1964) is a Dutch politician representing the GroenLinks who has served in the House of Representatives since the 2017 general election. He was r...