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Gustav Vorherr, um 1810 (Ferdinand Piloty) Grab von Gustav Vorherr auf dem Alten Südlichen Friedhof in München Standort48.12663888888911.564277777778 Gustav Vorherr (vollständiger Name: Johann Michael Christian Gustav Vorherr; * 19. Oktober 1778 in Freudenbach/Creglingen, Fürstentum Ansbach, Fränkischer Reichskreis; † 1. Oktober 1847 in München, Königreich Bayern) war ein deutscher Architekt und Publizist. Darüber hinaus war er oberster Baubeamter des Königreichs Bayern. Er amtiert...

Ален Гіродіфр. Alain Guiraudie Ален Гіроді у 2009 роціДата народження 15 липня 1964(1964-07-15) (59 років)Місце народження Вільфранш-де-Руерг, Аверон, ФранціяГромадянство  ФранціяПрофесія кінорежисер, сценаристРоки активності 1990—наш часIMDb ID 0347492 Queer Palm (2013) Особливий погляд (2013) При

Monte Agepsta Cordillera Montes de GagraCoordenadas 43°32′54″N 40°28′50″E / 43.548333333333, 40.480555555556Localización administrativaPaís GeorgiaRusiaDivisión República Autónoma de AbjasiaKrai de KrasnodarCaracterísticas generalesAltitud 3257 metrosProminencia 1160 metrosAislamiento 35,37 kilómetrosMapa de localización Monte Agepsta Ubicación en Georgia. [editar datos en Wikidata] El monte Agepsta (en abjaso: Аҕьаҧсҭа, Agh'aphstha, en geo...

فيرجن موبايل السعوديةVirgin Mobile Saudi Arabiaالشعارمعلومات عامةالشعار النصي كون اللي تكونهالتأسيس 2014النوع شركة مساهمة خاصةالشكل القانوني شركة المقر الرئيسي الرياض السعوديةموقع الويب virginmobile.sa المنظومة الاقتصاديةالصناعة الإتصالاتالمنتجات خدمات الهاتف المحمول، خدمات البيانات، إ

Zastava Skala Zastava 311 Visão geral Nomesalternativos Zastava 101 Produção 1971 - presente Fabricante Zastava Modelos relacionados Fiat 128 O Skala é um modelo compacto da Zastava.[1] O Commons possui uma categoria com imagens e outros ficheiros sobre Zastava Skala Referências ↑ «Best Cars Web Site - Páginas da História - Zastava Yugo». www1.uol.com.br. Consultado em 15 de janeiro de 2021  Este artigo sobre automóveis é um esboço. Você pode ajudar a Wikipédia expandindo...

郡山車站站房正面（2015年4月）日语名称郡山 – こおりやま – Kōriyama车站概览位置 日本福島縣郡山市燧田195地理坐标37°23′53″N 140°23′18″E / 37.39806°N 140.38833°E / 37.39806; 140.38833管辖机构東日本旅客鐵道（JR東日本）日本貨物鐵道（JR貨物）车站构造站体类型高架車站（新幹線）地面車站（在來線）站台2面3線（新幹線）4面6線（在...

Corpo Nacional de Polícia (Espanha) Corpo Nacional de Polícia (Espanha)Logo DistintivoDistintivo Visão geral Nome completo Cuerpo Nacional de Policía Fundação 1824 (199 anos) Tipo Força policial civil Subordinação Governo da Espanha Direção superior Ministério do Interior Chefe Diretor Geral Estrutura jurídica Legislação Lei Orgânica nº 2, de 13 de março de 1986 Estrutura operacional Sede Madrid Espanha Força de elite GEO Grupo Especial de Operaciones Força de eli...

此條目没有列出任何参考或来源。 (2020年6月25日)維基百科所有的內容都應該可供查證。请协助補充可靠来源以改善这篇条目。无法查证的內容可能會因為異議提出而被移除。 真命天女Reaching for the Stars真命天女官方海報类型友情、愛情编剧謝定瑜、潘逸群导演余德威、余倩倩、林玉芬主演 任家萱，田馥甄，陳嘉樺, 、郭彥均、陳至愷、狄志杰 制作国家／地区 中華民國（�...

Glide bomb GBU-15 A GBU-15(V)21/BTypePrecision guided munition (PGM)Place of originUnited StatesService historyIn service1975–presentUsed byUSAFWarsDesert Storm, Operation Wooden LegProduction historyDesignerRockwell InternationalDesigned1970sVariants GBU-15(V)1/B GBU-15(V)21/B GBU-15(V)22/B SpecificationsMass2450 lb (1111 kg)[1]Length154 in (3.90 m)Diameter18.7 in (475 mm)Wingspan4 ft 11 in (1.5 m)Warhead weight2,000 ...

  Extinct in the wild (EW): 37 species   Critically endangered (CR): 2,493 species   Endangered (EN): 3,654 species   Vulnerable (VU): 5,430 species   Near threatened (NT, LR/cd): 1,851 species   Least concern (LC): 6,645 species   Data deficient (DD): 1,674 species Plant species (IUCN, 2016-2) 21,782 extant species have been evaluated 20,108 of those are fully assessed[a] 8496 are not threatened at present[b] 11,577 to 13,251 are threatened&...

Street in Manhattan, New York 40°42′41″N 73°59′20″W / 40.7114°N 73.9889°W / 40.7114; -73.9889 East end of Cherry Street, Vladeck Houses and Corlear's Hook Park Looking west from Clinton Street towards Manhattan Bridge Cherry and Catherine Streets, 1848 Cherry Street is a one-way street in the New York City borough of Manhattan. It currently has two sections, mostly running along parks, public housing, co-op buildings, tenements, and crossing underneath the ...

2021 studio album by CamiloMis ManosStudio album by CamiloReleasedMarch 4, 2021 (2021-03-04)Recorded2020Genre Latin pop Reggaeton Length35:35LabelSony Music LatinProducer Camilo Edgar Barrera Alex A.C. Castillo Los Dos Carnales Tainy Nicolás Ramírez Camilo chronology Por Primera Vez(2020) Mis Manos(2021) De Adentro Pa Afuera(2022) Singles from Mis Manos Vida de RicoReleased: September 21, 2020 BEBÉReleased: November 27, 2020 Ropa CaraReleased: January 18, 2021 Machu ...

Betika is an online gaming firm based in Nairobi, Kenya with operations in Kenya, Tanzania, Ethiopia, DRC, Ghana, Nigeria, Mozambique, Zambia and Malawi. Betika has a number of products including Sportsbook Betting, Casino, Virtual Games and E-Sports Betting.Biggest Sports Betting Company in Africa. BETIKATypePrivateIndustryLotteries and GamingFounded2016HeadquartersNairobi, KenyaArea servedGlobalProductsSports Betting, Casino, Virtuals, E-Sports Betting,ServicesSports BettingTotal equityShop...

Francis Pangilinan Francis Pancratius Kiko Nepomuceno Pangilinan (Tagalog: [paŋɪˈlinɐn]; lahir 24 Agustus 1963) adalah seorang pengacara dan politikus Filipina yang kini menjabat sebagai Senator Filipina sejak 2016, setelah sebelumnya menjabat dari 2001 sampai 2013. Karir politik Pangilinan dimulai sebagai aktivis pelajar pada 1985, pada malam Revolusi Kekuatan Rakyat. Dalam Senat, ia menjabat sebagai Pemimpin Mayoritas Senat dari 2004 sampai 2008.[1] Pada Mei 2014, Pangilina...

Former Film Studio 1995-2004 Jim Henson PicturesTypeSubsidiaryIndustryFilm productionFoundedJuly 21, 1995; 28 years ago (July 21, 1995)FounderBrian HensonDefunct2004; 19 years ago (2004)FatePartnership endedSuccessor The Jim Henson Company The Muppets Studio Key peopleLisa HensonMartin G. BakerOwnerThe Jim Henson CompanySony Pictures Entertainment (1995–1999) Jim Henson Pictures was an American film studio owned by The Jim Henson Company and led by Brian and L...

LeherLeher seorang wanitaPengidentifikasiMeSHD009333TA98A01.1.00.012TA2123FMA7155Daftar istilah anatomi[sunting di Wikidata] Leher adalah bagian yang menghubungkan kepala dengan tubuh, begitu pun pada beberapa vertebrata. Di dalam leher terdapat pembuluh darah dan jaringan saraf yang merupakan struktur penyusun jaringan-jaringan di kepala. Pada manusia sendiri leher berisi esofagus, laring, trakea, dan kelenjar tiroid, serta pembuluh darah utama termasuk arteri karotid dan vena jugularis,...

Houston Police Officers MemorialWestern view of the memorial29°45′53″N 95°22′36″W / 29.764628°N 95.376712°W / 29.764628; -95.376712LocationHouston, Texas, U.S.DesignerJesus Bautista MorolesMaterialGraniteLength120 ft (37 m)Width120 ft (37 m)Height12.5 ft (3.8 m)Opening date1991Dedicated toHouston Police Department Fallen Officers The Houston Police Officers Memorial is a piece of public art erected in Houston, Texas, ...

Type of roller coaster 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: Flying roller coaster – news · newspapers · books · scholar · JSTOR (December 2018) (Learn how and when to remove this template message) Flying roller coasterManta, a flying coaster at SeaWorld Orlando.StatusIn ProductionFirst manufacture...

American politician This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (May 2017) (Learn how and when to remove this template message) William Alvin Pittenger William Alvin Pittenger (December 29, 1885 – November 26, 1951) was a United States Representative from Minnesota's 8th congressional district. He was born on a farm near Crawfordsville, Montgomery Co...

Скінченна геометрія — будь-яка геометрична система, що має скінченну кількість точок. Евклідова геометрія не є скінченною, оскільки Евклідова пряма містить нескінченну кількість точок, а якщо точно, то рівно стільки, скільки є дійсних чисел. Скінченна геометрія може �...