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Qing dynasty imperial consort (1873–1924) Imperial Noble Consort WenjingBorn(1873-10-06)6 October 1873(同治十二年 八月 十五日)Died24 September 1924(1924-09-24) (aged 50)Yonghe Palace, Forbidden CityBurialChong Mausoleum, Western Qing tombsSpouse Guangxu Emperor (m. 1889; died 1908)Posthumous nameImperial Noble Consort Wenjing(溫靖皇貴妃)HouseTatara (他他拉; by birth)Aisin Gioro (by marriage) Imperial Noble Consort We...
Julien RacamondFonctionMembre du Conseil économique, social et environnementalBiographieNaissance 29 mai 1885DijonDécès 30 janvier 1966 (à 80 ans)13e arrondissement de ParisNom de naissance Julien RacamondNationalité françaiseActivités Ouvrier ou ouvrière, syndicalisteAutres informationsParti politique Parti communiste françaisMembre de Confédération générale du travail unitaireBureau confédéral de la Confédération générale du travailDistinction Chevalier de la L�...
State in South Arabia and East Africa (400 BC – 960 AD) Kingdom of Aksumመንግሥተ አኵስም (Ge'ez)𐩱𐩫𐩪𐩣 (Sabaean)Βασιλεία τῶν Ἀξωμιτῶν (Ancient Greek)400 BC – 960 AD Aksumite currency depicting King Endubis The Kingdom of Aksum at its greatest extent in the 6th centuryCapital Axum Kubar (after c. 800) Common languages Ge'ez Sabaic[1] Greek[2] (from 1st century)[3] Various[a]Re...
This article may be too long to read and navigate comfortably. Consider splitting content into sub-articles, condensing it, or adding subheadings. Please discuss this issue on the article's talk page. (May 2023) Part of a series onBritish law Acts of Parliament of the United Kingdom Year 1801 1802 1803 1804 1805 1806 1807 1808 1809 1810 1811 1812 1813 1814 1815 1816 1817 1818 1819 1820 1821 1822 1823 1824 1825 1826 1827 1828 1829 1830 1831 1832 1833 1834 1835 183...
Untuk kegunaan lain, lihat B12. B12B 12 di Stasiun Surabaya Pasar TuriData teknisSumber tenagaUapProdusenWerkspoor, Belanda Beyer Peacock, InggrisNomor seriB12ModelB12Tanggal dibuat1900-1902Jumlah dibuat45Spesifikasi rodaNotasi Whyte0-4-0TrSusunan roda AARBKlasifikasi UICBDimensiLebar sepur1.067 mmDiameter roda850 mmPanjang8.180 mmLebar2.670 mmBeratBerat kosong12,700 tonBerat siap13,100 tonBahan bakarJenis bahan bakarKayu jatiSistem mesinUkuran silinder340 mm × 370 mmKinerjaKecepatan maksimu...
L'accord parfait de sol majeur se compose des notes suivantes : sol, si, ré. La tonalité de sol majeur se développe en partant de la note tonique sol. Elle est appelée G major en anglais et G-Dur dans l'Europe centrale. L'armure coïncide avec celle de la tonalité relative mi mineur. La lecture audio n'est pas prise en charge dans votre navigateur. Vous pouvez télécharger le fichier audio. L’échelle de sol majeur est : sol, la, si, do, ré, mi, fa♯, sol . tonique...
Paolo I EsterházyPrincipe di GalantaStemma In carica1687 –1713 PredecessoreLászló Esterházy (come Conte di Galanta) SuccessoreMichele NascitaEisenstadt, 8 settembre 1635 MorteEisenstadt, 26 marzo 1713 (77 anni) DinastiaEsterházy PadreMiklós Esterházy MadreOrsolya Dersffy ConsorteOrsolya Esterházy de GalánthaEva Thököly Religionecattolicesimo Paolo I Esterházy di Galantha (Eisenstadt, 8 settembre 1635 – Eisenstadt, 26 marzo 1713) è stato un Feldmaresciallo impe...
American non-profit scientific and educational institution National Geographic SocietyLogo of the NGS since 2002Flag of the NGSAbbreviationNGSFormationJanuary 13, 1888; 136 years ago (1888-01-13)Type501(c)(3), charitable organization[1]Tax ID no. 53-0193519[1]Purpose Education Environmental protection Historical preservation Headquarters1145 17th Street Washington, D.C., U.S. 38°54′18″N 77°02′16″W / 38.9051°N 77.0379°W / 38...
Event in which 3 or more people attend and an infectious disease is spread much more than usual 9th floor layout of the Hotel Metropole in Hong Kong, showing where a superspreading event of severe acute respiratory syndrome (SARS) occurred in 2003 A superspreading event (SSEV) is an event in which an infectious disease is spread much more than usual, while an unusually contagious organism infected with a disease is known as a superspreader. In the context of a human-borne illness, a superspre...
Not to be confused with fluorine perchlorate. Perchloryl fluoride Perchloryl fluoride Names IUPAC name Perchloryl fluoride Other names Chlorine oxyfluoride, Perchlorofluoride, Chlorine fluorine oxide, Trioxychlorofluoride, Perchloric acid fluoride Identifiers CAS Number 7616-94-6 Y 3D model (JSmol) Interactive image ChemSpider 22680 Y ECHA InfoCard 100.028.660 EC Number 231-526-0 PubChem CID 24258 RTECS number SD1925000 UNII 73NC8XM516 Y CompTox Dashboard (EPA) DTXSID60894169 I...
Ираклеониты — ученики гностика Ираклеона (II век). Упоминаются как особая секта Епифанием и Августином; при крещении и миропомазании они соблюдали обряд помазания елеем и при этом произносили воззвания на арамейском языке, которые должны были освободить душу от власт�...
Top division men's association football league in Portugal For the former Brazilian regional cup with the same name, see Primeira Liga (Brazil). Football leaguePrimeira LigaOrganising bodyLiga Portuguesa de Futebol Profissional (LPFP)Founded1934; 90 years ago (1934)Country PortugalConfederationUEFANumber of teams18 (since 2014–15)Level on pyramid1Relegation toLiga Portugal 2Domestic cup(s)Taça de PortugalSupertaçaLeague cup(s)Taça da LigaInternational cup(s)UEFA Ch...
Campeonato de Portugal 1925Campeonato de Portugal 1925 Competizione Taça de Portugal Sport Calcio Edizione 4ª Date dal 31 maggio 1925al 28 giugno 1925 Luogo Portogallo Sede finale Campo de Monserrate Risultati Vincitore Porto(2º titolo) Secondo Sporting Lisbona Semi-finalisti Olhanense Espinho Statistiche Incontri disputati 8 Gol segnati 39 (4,88 per incontro) Cronologia della competizione 1924 1926 Manuale Il Campeonato de Portugal 1925 fu la qua...
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Vittorio Amedeo GhiliniMarchese di MaranzanaStemma In carica1748 – 1766 PredecessoreTommaso Ottaviano II Ghilini SuccessoreAmbrogio Maria Ghilini Nome completoVittorio Amedeo Giacomo Ottaviano Ghilini Altri titoliMarchese di Gamalero e Sezzè, Conte di Rivalta NascitaAlessandria, 13 maggio 1714 MorteAlessandria, 5 dicembre 1766 Luogo di sepolturaChiesa di San Bernardino DinastiaGhilini PadreTommaso Ottaviano II Ghilini MadreFrancesca Maria Botta Adorno ConsorteGabriella Dal Pozzo Figl...
У статті наведено список втрат українських військовослужбовців у російсько-українській війні з січня по березень 2017 року. Докладніше: Втрати силових структур внаслідок російського вторгнення в Україну Зміст 1 Всі списки 2 Список загиблих з 1 січня до 31 березня 2017 року 2...
American actor 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: Ray Mala – news · newspapers · books · scholar · JSTOR (November 2011) (Learn how and when to remove this message) Ray MalaPhotograph by Melbourne Spurr, c. 1933BornRay Wise(1906-12-27)December 27, 1906District of Alaska, U.S.DiedSeptember ...
International baseball governing body For the international governing body that oversees basketball, see FIBA. International Baseball FederationAbbreviationIBAFFormation1938; 86 years ago (1938)TypeInternational sport federationPurposeSport governing bodyHeadquartersLausanne, SwitzerlandLocationMaison du Sport InternationalRegion served WorldwideMembership 124 National FederationsOfficial language English, SpanishPresidentRiccardo FraccariParent organizationWBSCWebsitewww.IB...
Baklava Baklava adalah sejenis makanan ringan di kawasan Turki dan daerah-daerah tempat mantan kekuasaan Kesultanan Utsmaniyah. Makanan ini terdiri dari kacang walnut atau pistache yang dicincang dan diberi pemanis (gula atau madu) dan dibungkus adonan roti tipis. Baklava sendiri sudah sangat lama didokumentasikan. Salah satu bukti tertua ialah resep baklava di dalam sebuah buku resep dari abad ke-14 yang ditemukan di Tiongkok. Dalam buku resep ini baklava disebut güllach. Artikel bertopik m...
Sequences of abelian groups attached with topological spaces In mathematics, specifically in homology theory and algebraic topology, cohomology is a general term for a sequence of abelian groups, usually one associated with a topological space, often defined from a cochain complex. Cohomology can be viewed as a method of assigning richer algebraic invariants to a space than homology. Some versions of cohomology arise by dualizing the construction of homology. In other words, cochains are func...