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Wham!Wham! tahun 1985:George Michael dan Andrew RidgeleyInformasi latar belakangAsalBushey, Hertfordshire, InggrisGenrePopTahun aktif1981–1986Label Columbia Innervision Epic Sony Artis terkait The Executive Pepsi & Shirlie Dee C. Lee Deon Estus Situs web georgemichael.com andrewridgeley.com Mantan anggota George Michael Andrew Ridgeley Wham! adalah duo yang berasal dari Britania Raya yang dibentuk di Bushey pada 1981.[1][2] Dimotori oleh George Michael dan Andrew Ridgele...
Edition of USA college basketball tournament 2018 NCAA Division Imen's basketball tournamentSeason2017–18Teams68Finals siteAlamodomeSan Antonio, TexasChampionsVillanova Wildcats (3rd title, 4th title game,6th Final Four)Runner-upMichigan Wolverines (7th title game,8th Final Four)SemifinalistsKansas Jayhawks* (vacated) (15th* Final Four)Loyola Ramblers (2nd Final Four)Winning coachJay Wright (2nd title)MOPDonte DiVincenzo (Villanova) NCAA Division I men's tournaments «2017 2019»...
Vice President of Turkmenistan This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Raşit Meredow – news · newspapers · books · scholar · JSTOR (July 2011) (Learn how and when to remove this templat...
French painter Maurice Quentin de La TourSelf-portrait with Lace Jabot (ca 1751)BornMaurice-Quentin Delatour(1704-09-05)5 September 1704Saint-Quentin, Picardy, Kingdom of FranceDied17 February 1788(1788-02-17) (aged 83)Saint-Quentin, Picardy, Kingdom of FranceNationalityFrenchKnown forPastel Maurice Quentin de La Tour (5 September 1704 – 17 February 1788) was a French painter who worked primarily with pastels in the Rococo style. Among his most famous subjects were Voltaire, Rouss...
Harvesting of fins from live sharks This article needs to be updated. Please help update this article to reflect recent events or newly available information. (January 2022) NOAA agent counting confiscated shark fins Shark fins on display in a pharmacy in Yokohama, Japan Shark finning is the act of removing fins from sharks and discarding the rest of the shark back into the ocean. This act is prohibited in many countries.[1] The sharks are often still alive when discarded, but without...
Crimean Tatar politician in Ukraine Refat ChubarovChubarov in 20142nd Chairman of the Mejlis of the Crimean Tatar PeopleIncumbentAssumed office 28 October 2013[1]Preceded byMustafa DzhemilevPresident of the Worldwide Congress of Crimean TatarsIncumbentAssumed office 2009People's Deputy of UkraineIn office15 May 2015[2] – 29 August 2019ConstituencyPetro Poroshenko Bloc, No. 71In office1998–2007 Personal detailsBorn (1957-09-22) 22 September 1957 (age 6...
Koordinat: 6°06′55.3″S 106°53′38.0″E / 6.115361°S 106.893889°E / -6.115361; 106.893889 Sekolah Menengah Atas Negeri 30 JakartaSekolah Menengah Pertama 30InformasiDidirikan1960AkreditasiAKepala SekolahUmi Artati, M. MpdJumlah kelas6-8 kelas setiap tingkatRentang kelasVII, VIII, IXKurikulumKurikulum 2013NEM terendah(2017) 26NEM tertinggi(2017) 29Nilai masuk rata-rata(2016) 27AlamatLokasiJalan Anggrek No.4, Koja Jakarta Utara, Jakarta Utara, DKI J...
Deputi Bidang Koordinasi Ekonomi Makro dan Keuangan Kementerian Koordinator Bidang Perekonomian Republik IndonesiaGambaran umumDasar hukumPeraturan Presiden Nomor 8 Tahun 2015Susunan organisasiDeputiIskandar Simorangkir[1]Kantor pusatGedung Ali Wardhana Jl. Lapangan Banteng Timur No.2-4, Jakarta Pusat 10710[2]Situs webwww.ekon.go.id Deputi Bidang Koordinasi Ekonomi Makro dan Keuangan merupakan unsur pelaksana pada Kementerian Koordinator Bidang Perekonomian Republik Indon...
Branch of mathematics that studies the properties of groups This article covers advanced notions. For basic topics, see Group (mathematics). For group theory in social sciences, see Social 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 ...
Austrian physician and botanist (1871–1928) August von HayekBorn(1871-12-14)14 December 1871Vienna, Austria-HungaryDied11 June 1928(1928-06-11) (aged 56)Vienna, Republic of AustriaAlma materVienna UniversityOccupation(s)physician; botanist; educatorSpouse Felicitas von Juraschek (m. 1898)Children3 sons, including Friedrich HayekParentsGustav von Hayek (father)Sidonie Marie Anna Mayerhofer (mother) August von Hayek (14 December 1871 – 11...
Untuk kegunaan lain, lihat Duden (disambiguasi). Logo tahun 2017 Vollständiges Orthographisches Wörterbuch der deutschen Sprache, edisi pertama oleh Konrad Duden (1880) Duden (pelafalan dalam bahasa Jerman: [ˈduːdən]) adalah kamus bahasa Jerman yang pertama kali diterbitkan oleh Konrad Duden pada tahun 1880. Duden diperbarui secara rutin. Edisi baru terbit setiap empat atau lima tahun. Hingga Agustus 2017[update][[Kategori:Articles containing potentially dated statements ...
جزء من سلسلة حولالماركسية مؤلفات نظرية المخطوطات الاقتصادية والفلسفية (1844) أطروحات حول فويرباخ الأيديولوجية الألمانية بيان الحزب الشيوعي برومير الثامن عشر للويس بونابرت غرندريسه مساهمة في نقد الاقتصاد السياسي رأس المال جدليات الطبيعة مفاهيم اشتراكية علمية حتمية اقتصاد...
دان بيتريسكو (بالرومانية: Dan Petrescu) معلومات شخصية الميلاد 22 ديسمبر 1967 (العمر 56 سنة)بوخارست الطول 1.77 م (5 قدم 10 بوصة)* مركز اللعب مدافع الجنسية روماني معلومات النادي النادي الحالي سي إف آر كلوج (مدرب) مسيرة الشباب سنوات فريق 1977–1985 ستيوا بوخارست المسيرة الاحترافية1 س...
Class of coordination compounds with cyanide ligands (coordinating via C) Cyanometallates or cyanometalates are a class of coordination compounds, most often consisting only of cyanide ligands.[1] Most are anions. Cyanide is a highly basic and small ligand, hence it readily saturates the coordination sphere of metal ions. The resulting cyanometallate anions are often used as building blocks for more complex structures called coordination polymers, the best known example of which is Pr...
Japanese original video animation series 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: My-Otome 0: S.ifr – news · newspapers · books · scholar · JSTOR (February 2010) (Learn how and when to remove this message) My-Otome 0: S.ifrEpisode 1 DVD cover舞-乙HiME 0~S.ifr~(Mai-Otome 0 Shifuru)GenreAction, Drama ...
NHK長崎放送局 > NHK佐世保支局 NHK佐世保支局の入居するビル(2010年2月) NHK佐世保支局(エヌエイチケイさせぼしきょく)は、長崎県の北部を受け持つNHK長崎放送局の支局である。受信料の収納業務などを行っている。かつては「NHK佐世保放送局」だった。 歴史 戦後間もない1946年(昭和21年)3月、「中継放送所」として佐世保市内に現在のラジオ第1放送が開局し�...
Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Iowa (Begriffsklärung) aufgeführt. Iowa Flagge Siegel Karte der USA, Iowa hervorgehoben Liste der Bundesstaaten Hauptstadt: Des Moines Staatsmotto: “Our liberties we prize and our rights we will maintain” Amtssprache: Englisch Fläche: 145.743 km² Einwohner: 3.155.070 (2019[1]) (21,7 E. / km²) Mitglied seit: 28. Dezember 1846 Zeitzone: UTC−6 (CST)UTC−5 (Sommerzeit) Höchster Punkt: 509 m (Hawkeye Poi...
MazzorboColourful houses in Mazzorbo, similar to those in BuranoMazzorboGeographyCoordinates45°29′13″N 12°24′33″E / 45.486944°N 12.409167°E / 45.486944; 12.409167Adjacent toVenetian LagoonAdministrationItalyRegionVenetoProvinceProvince of Venice Mazzorbo is one of various islands in the northern part of the Lagoon of Venice. Like the other islands in this part of the lagoon, it was the site of one of the earliest settlements in the lagoon which predated the...
Запрос «Лачин» перенаправляется сюда; см. также другие значения. ГородЛачыназерб. Laçın 39°38′27″ с. ш. 46°32′49″ в. д.HGЯO Страна Азербайджан Район Лачынский Мэр Агиль Назарли[1] История и география Прежние названия Абдаляр[2][3] или Абдалар[4] (до 19...
Coldest of the four temperate seasons For other uses, see Winter (disambiguation). Winter time redirects here. For the practice of turning clocks backward from standard time during the winter, see Winter time (clock lag). WinterTemperate seasonForest covered in snow during winterNorthern temperate zoneAstronomical season22 December – 21 MarchMeteorological season1 December – 28/29 FebruarySolar (Celtic) season1 November – 31 JanuarySouthern temperate zoneAstronomical season21 June – 2...