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Questa voce sull'argomento cortometraggi muti è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Custer's Last FightPoster del filmTitolo originaleCuster's Last Fight Lingua originaleinglese Paese di produzioneStati Uniti d'America Anno1912 Durata30 min Dati tecniciB/Nrapporto: 1,33 : 1film muto Generewestern RegiaFrancis Ford SceneggiaturaRichard V. Spencer ProduttoreThomas H. Ince Casa di produzion...
Gude Gude, Cajanus cajandari Ayotupas, Timor Tengah Selatan Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Angiospermae (tanpa takson): Eudikotil (tanpa takson): Rosidae Ordo: Fabales Famili: Fabaceae Genus: Cajanus Spesies: C. cajan Nama binomial Cajanus cajan(L.) Millsp.[1] Sinonim[6] Cytisus cajan L. (1753)[2] Cytisus pseudocajan Jacq. (1772)[3] Cajanus flavus DC. (1813), nom. illeg. Cajanus indicus Spreng. (1826)[4] Cytisus guineensis Sc...
N1K Kyōfū Jenis Pesawat terbang terapung tempur Pembuat Kawanishi Aircraft Company Penerbangan perdana N1K1: 6 Mei 1942 [1] Diperkenalkan 1943 Dipensiunkan 1945 Pengguna utama Angkatan Laut Kekaisaran Jepang Jumlah 97 Shiden Kawanishi N1K Kyōfū (強風 Angin Kencang, kode sekutu: Rex) adalah sebuah pesawat terbang terapung tempur milik Angkatan Laut Kekaisaran Jepang. Sedangkan untuk versi basis daratnya bernama Kawanishi N1K-J Shiden (紫電 Petir Ungu, kode sekutu:George) ...
العلاقات اللاتفية الليسوتوية لاتفيا ليسوتو لاتفيا ليسوتو تعديل مصدري - تعديل العلاقات اللاتفية الليسوتوية هي العلاقات الثنائية التي تجمع بين لاتفيا وليسوتو.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة...
Election in Indiana Main article: 1824 United States presidential election 1824 United States presidential election in Indiana ← 1820 October 26 – December 2, 1824 1828 → Nominee Andrew Jackson Henry Clay John Quincy Adams Party Democratic-Republican Democratic-Republican Democratic-Republican Home state Tennessee Kentucky Massachusetts Running mate John C. Calhoun Nathan Sanford John C. Calhoun Electoral vote 5 0 0 Popular vote 7,343 5,315 3...
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 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: Northern Theater Command – news · newspapers · books · scholar · JSTOR (February 2016) (Learn how and when ...
Junior ice hockey team from Humboldt, Canada Humboldt BroncosCityHumboldt, SaskatchewanLeagueSJHLDivisionKramerFounded1970Home arenaElgar Petersen ArenaColoursGreen, yellow, black and whiteGeneral managerScott BarneyHead coachScott BarneyWebsitehttps://www.humboldtbroncos.com/ The Humboldt Broncos are a Canadian junior A ice hockey team from Humboldt, Saskatchewan. Established in 1970, the Broncos play in the Saskatchewan Junior Hockey League. History This section needs additional citati...
Church in Gaza City, Palestine Church in Gaza City, State of PalestineChurch of Saint Porphyriusكنيسة القديس برفيريوسSaint Porphyrius Church in 202231°30′12″N 34°27′44″E / 31.5033062°N 34.4620836°E / 31.5033062; 34.4620836LocationGaza CityCountryState of PalestineDenominationGreek Orthodox Patriarchate of JerusalemHistoryDedicationSaint PorphyriusConsecrated1150ArchitectureCompleted1150-1160SpecificationsLength22.9 meters (75 ft)Widt...
Sota FukushiFukushi pada Festival Film Internasional Tokyo ke-31 pada tahun 2018Nama asal福士 蒼汰Lahir30 Mei 1993 (umur 30)Tokyo, JepangPekerjaanPemeranTahun aktif2010—sekarangAgenKen-OnSitus webwww.ken-on.co.jp/fukushi/ Sota Fukushi (福士 蒼汰code: ja is deprecated , Fukushi Sōta, lahir 30 Mei 1993) adalah pemeran Jepang. Ia paling dikenal karena memerankan Gentaro Kisaragi dalam waralaba Kamen Rider, dan sejak saat itu ia juga membintangi sejumlah seri televisi s...
此條目介紹的是2012年在上海创办的一家民营新闻媒体。关于1946年在上海创刊的一份周刊,请见「观察 (杂志)」。关于2013年在上海创办、原名「上海觀察」的网络应用程序,请见「上觀新聞」。关于“观察者”的其他含义,请见「观察者」。 此條目過於依赖第一手来源。 (2021年1月17日)请補充第二手及第三手來源,以改善这篇条目。 观察者网观察者网首页在2019年7月...
London bus route 24Abellio London New Routemaster at the StrandOverviewOperatorTransport UK London BusGarageBatterseaVehicleNew RoutemasterPeak vehicle requirementDay: 16Night: 5Night-time24-hour serviceRouteStartHampstead HeathViaCamden TownTrafalgar SquareVictoriaEndPimlicoLength7 miles (11 km)ServiceLevel24-hour serviceFrequencyAbout every 6 minutesJourney time39-66 minutesOperates24-hour service London Buses route 24 is a Transport for London contracted bus route in London, England. ...
Railway station in Henan, China Mianchi South railway station Mianchi South railway station (Chinese: 渑池南站) is a railway station located in Mianchi County, Henan, China. It was opened on 6 February 2010, along with the Zhengzhou–Xi'an high-speed railway.[1] References ^ Completion Report Zhengzhou‒Xi'an Railway Project 37487-013 (PDF). ADB. Retrieved 8 August 2020. Preceding station China Railway High-speed Following station Luoyang Longmentowards Zhengzhou Zhengzhou�...
Pemandangan Freudenberg (Baden) dari puri Freudenberg (juga: Freudenberg am Main) merupakan nama dari sebuah munisipalitas di distrik Main-Tauber-Kreis, Baden-Württemberg, Jerman. Wilayah ini memiliki populasi sekitar 3.700 jiwa. Freudenberg terletak di ujung timur laut negara bagian Baden-Württemberg, di tepi kiri Sungai Main yang merupakan perbatasan ke Bayern. Pada tahun 1806 Freudenberg menjadi bagian dari Keharyapatihan Baden,[1] di seberang sungai adalah munisipalitas Collenbe...
Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Serbien (Begriffsklärung) aufgeführt. Republik Serbien Република Србија Republika Srbija Flagge Wappen Amtssprache Serbisch1 Hauptstadt Belgrad Staats- und Regierungsform parlamentarische Republik Staatsoberhaupt PräsidentAleksandar Vučić Regierungschef MinisterpräsidentMiloš Vučević Fläche 88.3612(110.) km²77.4743(115.) km² Einwohnerzahl 6,9 Millionen (105.) (2020)[1&...
Peta Azerbaijan menunjukan daerah Xanlar. Khanlar (Jerman: 'Helenendorf'code: de is deprecated ) adalah rayon yang terletak di Azerbaijan barat laut. Rayon Khanlar didirikan pada tahun 1930. Pada tahun 1992, teritori Samukh dipisahkan dari Khanlar, dengan luas 1.030 km² dan populasi 54.000 jiwa. Kota Khanlar adalah kota terbesar yang diikuti dengan Hajimelik. Desa penting adalah: Balchili, Gushgara, Chayli, Mollajalilli, and Topalhasanli. lbsPembagian administratif Azerbaijan Distrik Ab...
Television series Nobody's PerfectGenreSitcomWritten byElaine Stritch Richard GriffithsDirected byChristopher BakerStarringElaine Stritch Richard GriffithsCountry of originUnited KingdomOriginal languageEnglishNo. of series2No. of episodes14ProductionProducerHumphrey BarclayRunning time30 minutesProduction companyLondon Weekend TelevisionOriginal releaseNetworkITVRelease28 September 1980 (1980-09-28) –12 September 1982 (1982-09-12) Nobody's Perfect is a British comedy televis...
Book by Garth Risk Hallberg City on Fire First edition (US)AuthorGarth Risk HallbergLanguageEnglishGenreFictionPublisherAlfred A. Knopf (US)Jonathan Cape (UK)Publication date2015Publication placeUnited StatesMedia typePrint (Hardback & Paperback)Pages927ISBN978-0-385-35377-9 City on Fire is a 2015 novel by Garth Risk Hallberg, published by Alfred A. Knopf.[1][2][3] The novel takes place in New York City in the 1970s. It is Hallberg's first published novel.[...
《蒙娜丽莎》義大利語:Gioconda、Monna Lisa以數位修飾以減少老化影響的《蒙娜丽莎》。未修飾的圖像則顯得較暗。[1][2][3]藝術家列奥纳多·达·芬奇年份西元1503–1506年,也許持續至1507年媒介板面油画肖像画主題麗莎·喬宮多尺寸77 cm × 53 cm(30英寸 × 21英寸)收藏地 法國巴黎羅浮宮 《蒙娜丽莎》(義大利語:La Gioconda,發音:[dʒo...
هجوم برشلونة 2017 المعلومات البلد إسبانيا[1] الموقع برشلونة[1] التاريخ 17 أغسطس 2017[1] الهدف مشاة الدافع تشدد إسلامي الخسائر الوفيات 14 [2]1 1 5 2 1 الإصابات 151 تعديل مصدري - تعديل عنتالعمليات الإرهابية المنسوبة لمنظمات إسلامية متطر...
Not to be confused with Lie group. Algebraic structure → Group theoryGroup theory Basic notions Subgroup Normal subgroup Quotient group (Semi-)direct product Group homomorphisms kernel image direct sum wreath product simple finite infinite continuous multiplicative additive cyclic abelian dihedral nilpotent solvable action Glossary of group theory List of group theory topics Finite groups Cyclic group Zn Symmetric group Sn Alternating group An Dihedral group Dn Quaternion group Q Cauchy's t...