List of metropolitans and patriarchs of Moscow
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Ernst von Ihne, 1900 Gedenktafel auf dem Alten Domfriedhof der St.-Hedwigs-Gemeinde in Berlin Ernst Eberhard Ihne, ab 1906 von Ihne, (* 23. Mai 1848 in Elberfeld; † 21. April 1917 in Berlin)[1] war ein deutscher Architekt. Als königlich preußischer Hofarchitekt unter Friedrich III. und Wilhelm II. war Ihne einer der bekanntesten Vertreter der wilhelminischen Architektur im deutschen Kaiserreich. Zu seinen bekanntesten Bauwerken gehören das Bode-Museum, der Neue Marstall...
МаршенвільMarchainville Країна Франція Регіон Нормандія Департамент Орн Округ Мортань-о-Перш Кантон Лонні-о-Перш Код INSEE 61250 Поштові індекси 61290 Координати 48°35′07″ пн. ш. 0°48′57″ сх. д.H G O Висота 212 - 267 м.н.р.м. Площа 21,61 км² Населення 197 (2011-01-01) Густота 9,12 ос./км² Ро
Ferrocarril de Bristol y Gloucester(Bristol and Gloucester Railway) Estación de Gloucester Eastgate (1964)LugarUbicación Región Sur de Inglaterra(Reino Unido Reino Unido)DescripciónInauguración 1844Clausura 1845 (adquisición por el Ferrocarril de Midland)Estaciones principales Gloucester EastgateCaracterísticas técnicasLongitud 32 mi (51,5 km)(sin ramales)Ancho de vía 4 pies 8,5 plg (1435 mm)[editar datos en Wikidata] El Ferrocarril de Brístol...
Process of mapping a continuous set to a countable set The simplest way to quantize a signal is to choose the digital amplitude value closest to the original analog amplitude. This example shows the original analog signal (green), the quantized signal (black dots), the signal reconstructed from the quantized signal (yellow) and the difference between the original signal and the reconstructed signal (red). The difference between the original signal and the reconstructed signal is the quantizat...
كوريري ديلا سيراCorriere della Sera (بالإيطالية) الشعارمعلومات عامةالنوع جريدة يوميةبلد المنشأ إيطاليا[1] التأسيس 5 مارس 1876القطع برلينر موقع الويب corriere.it (الإيطالية) شخصيات هامةالمالك RCS MediaGroupالمؤسس Eugenio Torelli Viollier (en) التحريراللغة الإيطاليةالتوجه السياسي ليبرالية، يمين الوسطالإ
Halaman ini berisi artikel tentang siklon tropis Atlantik tahun 2021. Untuk badai lain dengan nama yang sama, lihat Badai tropis Ida. Artikel ini bukan mengenai Siklon Idai atau Siklon Ita. Hurikan IdaHurikan mayor 4 (SSHWS/NWS)Hurikan Ida pada puncak intensitas menjelang pendaratan di Louisiana pada 29 AgustusTerbentuk pada26 Agustus 2021Mereda pada4 September 2021(Keluar wilayah tropis pada 1 September) Kecepatan anginmaksimal1 menit: 150 mil/jam (240 km/jam) Tekanan minimal929 mbar (hPa) K...
Speech by Philippine President Rodrigo Duterte Fourth State of the Nation Address of President Rodrigo DuterteDuterte (center) delivers his State of the Nation AddressDateJuly 22, 2019 (2019-07-22)Duration1 hour and 33 minutesVenueSession Hall, Batasang Pambansa ComplexLocationQuezon City, PhilippinesParticipantsRodrigo DuterteTito SottoAlan Peter CayetanoLanguageEnglish & Filipino (Taglish)Previous2018 State of the Nation AddressNext2020 State of the Nation Address The 201...
2000 American TV series or program The SightDVD coverGenreHorrorThrillerWritten byPaul W. S. AndersonDirected byPaul W. S. AndersonStarring Andrew McCarthy Kevin Tighe Amanda Redman Jessica Oyelowo Music byJocelyn PookCountry of originUnited StatesUnited KingdomOriginal languageEnglishProductionExecutive producersPaul W. S. AndersonJeremy BoltJulia WebbProducerChris SymesCinematographyDavid JohnsonEditorDavid GambleRunning time96 minutesProduction companies20th Century Fox Televisio...
American TV series or program PowerhouseTitle cardCreated byIra H. KlugermanRuth Pollak[1]Developed byEducational Film CenterWritten byRuth PollakDirected byJohn GrayMichael SwitzerCreative directorJohnson B. GordonPresented byElizabeth JohnsonStarringSandra Bowie Domenica Galati Jason Kravits Michael Mack Jessica Prentice Michael WikesVoices ofMark GordonTheme music composerRichard Paul Brier (theme)Opening themeThe Powerhouse Is You!Ending themeThe Powerhouse Is You!ComposerFre...
1939 filmVirgin Soil UpturnedRussian: Поднятая целинаDirected byYuli RaizmanWritten by Mikhail Sholokhov (novel) Sergei Yermolinsky Starring Gavriil Belov Sergei Blinnikov Mikhail Bolduman Boris Dobronravov Vladimir Dorofeyev Aleksandr Khokhlov [ru] CinematographyLeonid KosmatovMusic byGeorgy Sviridov[1]ProductioncompanyMosfilmRelease date1939Running time118 min.CountrySoviet UnionLanguageRussian Virgin Soil Upturned (Russian: Поднятая целина, ...
Human settlement in ScotlandKirkhillScottish Gaelic: Cnoc MhoireThe B9164, the main street running through KirkhillKirkhillLocation within the Inverness areaPopulation750 (mid-2020 est.)[1]OS grid referenceNH556453Council areaHighlandLieutenancy areaInvernessCountryScotlandSovereign stateUnited KingdomPost townInvernessPostcode districtIV5 7Dialling code01463PoliceScotlandFireScottishAmbulanceScottish UK ParliamentInverness, Nairn, Bad...
BuddhaghosaBuddhaghosa dengan tiga salinan Visuddhimagga, Maha Vihara Kelaniya RajaPekerjaanBiksuZamanabad ke-5Gerakan politikBuddhisme Theravada Bagian dari seri tentangAgama Buddha Sejarah dan PenyebaranGaris waktu • Sidang agung • Asia Tenggara • Asia Timur • Tibet • Asia Tengah • Indonesia • Dunia Barat AliranTheravāda • Mahāyāna • Vajrāyāna • Sthaviravāda • Mahāsāṃghika Konsep UtamaTiga Permata ...
Court case challenging the legality of medication abortion in the U.S. Alliance for Hippocratic Medicine v. FDACourtUnited States Court of Appeals for the Fifth CircuitFull case nameAlliance for Hippocratic Medicine et al. v. United States Food and Drug Administration et al. DecidedSeptember 8, 2023Case historyAppealed toUnited States Supreme CourtCourt membershipJudges sittingJennifer Walker Elrod, James C. Ho, Cory T. WilsonCase opinionsThe FDA's 2016 and 2021 ruling-making likely violate t...
Foi proposta a fusão deste artigo ou se(c)ção com Teorema de Löwenheim–Skolem (pode-se discutir o procedimento aqui).Editor, considere adicionar mês e ano na marcação. Isso pode ser feito automaticamente, substituindo esta predefinição por {{subst:fu|Teorema de Löwenheim–Skolem}}. O teorema de Löwenheim–Skolem da lógica matemática afirma que, dado um conjunto de expressões Γ da lógica de primeira ordem, se houver uma estrutura que é modelo de Γ e possui cardinalidade i...
Magyar BankTypePublicTraded asNasdaq: MGYRIndustryFinanceFounded1922HeadquartersNew Brunswick, New Jersey, United StatesKey peopleJohn Fitzgerald (President-CEO)ProductsFinancial servicesParentMagyar BancorpWebsitehttps://www.magbank.com Magyar Bank is a bank based in New Brunswick, New Jersey with branches in Central Jersey.[1][2] The bank was founded in 1922 as the Magyar Building and Loan Association by a group of Hungarian immigrants and businessmen in New Brunswick, ...
Species of bird Philippine serpent eagle Conservation status Least Concern (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Aves Order: Accipitriformes Family: Accipitridae Genus: Spilornis Species: S. holospilus Binomial name Spilornis holospilus(Vigors, 1831) The Philippine serpent eagle (Spilornis holospilus) is an eagle found in the major islands of the Philippines. It is sometimes treated as a race of the crested serpen...
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Train station in Ventura, California, US Not to be confused with Ventura–East station or Aventura station. Ventura, CAVentura station platform in front of freeway embankmentGeneral informationOther namesVentura–Downtown/BeachLocation20 West Harbor BoulevardVentura, CaliforniaUnited StatesCoordinates34°16′37″N 119°18′00″W / 34.2770°N 119.2999°W / 34.2770; -119.2999Owned byCity of VenturaLine(s)UP Coast LinePlatforms1 side platformTracks1Connections Amtra...
Glacial lake (former) in Dawson and Prairie, MontanaLake GlendiveMap of the Glendive QuadrangleLake GlendiveLocationDawson and Prairie, MontanaCoordinates47°07′12″N 104°42′41″W / 47.119933°N 104.711266°W / 47.119933; -104.711266Lake typeGlacial lake (former)Primary inflowsLaurentide Ice SheetPrimary outflowsOver the divide to the Yellowstone River or along the face of the Ice sheet.Basin countriesUnited StatesMax. lengthabout 80 miles (130 km)Max....
Peta topografi Hispaniola Hispaniola (bahasa Spanyol: La Española) adalah sebuah pulau di Kepulauan Karibia yang merupakan pulau terbesar kedua setelah Kuba. Christopher Columbus pertama kali tiba di pulau ini pada 5 Desember 1492. Pulau Hispaniola dibagi atas dua negara, yaitu Haiti pada sepertiga bagian pulau dan Republik Dominika pada dua pertiga bagian pulau tersebut. Pulau ini terletak di antara pulau Kuba di barat dan Pulau Puerto Riko di timur. Hispaniola adalah tempat koloni pertama ...