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Christian Atsu Informasi pribadiNama lengkap Christian Atsu TwasamTanggal lahir (1992-01-10)10 Januari 1992Tempat lahir Ada Foah, Ghana[1]Tanggal meninggal c. 6 Februari 2023(2023-02-06) (umur 31)Tempat meninggal Antakya, TurkiTinggi 1,72 m (5 ft 7+1⁄2 in)Posisi bermain Gelandang sayapKarier junior2009–2011 FC PortoKarier senior*Tahun Tim Tampil (Gol)2011–2013 Porto 17 (1)2011–2012 → Rio Ave (pinjaman) 27 (6)2013–2017 Chelsea 0 (0)2013–2014 → V...
First edition (1889) of Fünf Schlösser, the final volume of Wanderungen durch die Mark Brandenburg Wanderungen durch die Mark Brandenburg (Ramblings through Brandenburg, Rambles in Brandenburg or Walks through the March of Brandenburg) is a five-volume travelogue by the German writer Theodor Fontane, originally published in 1862–1889. It is his longest work and forms a bridge between his early career as a poet and his later novels. It covers the history, architecture, and people of th...
مناهضة النزعة الاستهلاكية هي أيديولوجيا سوسيوسياسية تعارض النزعة الاستهلاكية وحالة الشراء الدائمة للسلع المادية واستهلاكها. تركز مناهضة النزعة الاستهلاكية على تصرفات شركات الأعمال التي تسعى إلى تحقيق أهداف مالية واقتصادية على حساب الصالح العام، وخصوصًا في ما يتعلق بح�...
1st Miss Grand Brazil competition, beauty pageant edition Miss Grand Brazil 2014Yameme Ibrahim of Paraná, the winner of the contestDate25 July 2014VenueAnfiteatro da Casa de Cultura, Olímpia, São PauloEntrants14Placements8DebutsBahiaFederal DistrictEspírito SantoGoiásMato GrossoMato Grosso do SulMinas GeraisOlímpiaParáParanáRio de JaneiroRio Grande do SulSanta CatarinaSão PauloTocantinsWinnerYameme Ibrahim(Paraná)PhotogenicNaiara Thomé(São Paulo)2019 → Miss Grand Brazil...
Confederations CupSport Calcio TipoNazionali CategoriaMaschile OrganizzatoreFIFA CadenzaQuadriennale AperturaGiugno ChiusuraLuglio Partecipanti8 FormulaGironi + play-off StoriaFondazione1992 Soppressione2017 Numero edizioni10 Ultimo vincitore Germania Record vittorie Brasile (4) Trofeo o riconoscimento Modifica dati su Wikidata · Manuale La Confederations Cup è stata una competizione calcistica per nazionali maschili organizzata dalla FIFA tra il 1992 e il 2017.[1] Tenutasi sto...
Cette page est trop longue et devrait être synthétisée ou scindée. Cela peut poser des problèmes de chargement et rendre la lecture et la navigation inconfortables. Vous pouvez la raccourcir en résumant le contenu de certaines sections et en déplaçant leur contenu original vers des articles détaillés, ou en discuter. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Le résumé introductif est trop long. En l'état, il ne respecte pas les recommandati...
City in Ohio, United StatesMarion, OhioCityWest Center Street in downtown Marion in 2007. FlagNicknames: City of Kings, Popcorn Capital of the WorldLocation of Marion in Marion County and the state of OhioMarionShow map of OhioMarionShow map of the United StatesCoordinates: 40°37′12″N 83°07′35″W / 40.62000°N 83.12639°W / 40.62000; -83.12639CountryUnited StatesStateOhioCountyMarionTownshipMarionFounded1822Area[1] • Total13.05 s...
35°41′16.82″N 51°23′58.72″E / 35.6880056°N 51.3996444°E / 35.6880056; 51.3996444 مجلس خبراء القيادة مجلس خبرگان رهبري النوع التأسيس 1982 النوع نصيحة البلد إيران القيادة رئيس أحمد جنتيمنذ 24 مايو 2016 Deputy Speaker محمد يزديمنذ 10 مارس 2015 الأعضاء 86 الجماعات السياسية جمعية علماء الدين المجاهدين�...
Railway line in England and Wales Shrewsbury–Chester lineTransport for Wales' 197015 & 017 at Wrexham General with a service from Cardiff to Holyhead.OverviewNative nameLlinell Amwythig i Gaer (Welsh)OwnerNetwork RailLocaleRegions: North West England, North East Wales, and West MidlandsLocal authorities: Cheshire West and Chester, Wrexham County Borough and ShropshireTerminiShrewsburyChester[1]StationsGobowen, Chirk, Ruabon and Wrexham GeneralServiceTypeHeavy RailSystemNati...
Harvard Graduate School of Design Harvard Graduate School of Design (juga dikenal sebagai The GSD) adalah sebuah sekolah kelulusan di Universitas Harvard, yang terletak di Gund Hall, Cambridge, Massachusetts. GSD menawarkan program master dan doktoral dalam bidang arsitektur, arsitektur lanskap, perencanaan perkotaan, perancangan perkotaan, lahan nyata,[1] teknik rancangan, dan kajian rancangan. Referensi ^ About - REAL ESTATE and the BUILT ENVIRONMENT. REAL ESTATE and the BUILT ENVIR...
1957 World ChampionshipsLocationSt. Moritz, Switzerland← Cortina d'Ampezzo 1955Garmisch-Partenkirchen 1958 → The FIBT World Championships 1957 took place in St. Moritz, Switzerland for the record eighth time. The Swiss city had hosted the event previously in 1931 (Four-man), 1935 (Four-man), 1937 (Four-man), 1938 (Two-man), 1939 (Two-man), 1947, and 1955. It also marked the first time the unified championships took place in the same location in consecutive championships....
Designated area of countryside in England, Wales, and Northern Ireland National Landscape redirects here. For those in Finland, see National landscapes of Finland. Areas of Outstanding Natural Beauty in England, Wales, and Northern Ireland An Area of Outstanding Natural Beauty (AONB; Welsh: Ardal o Harddwch Naturiol Eithriadol, AHNE) is one of 46 areas of countryside in England, Wales, or Northern Ireland that has been designated for conservation due to its significant landscape value. Areas ...
曼迪·米內娜全名Mandy Minella國家/地區 盧森堡居住地盧森堡阿尔泽特河畔埃施出生 (1985-11-22) 1985年11月22日(38歲)盧森堡阿尔泽特河畔埃施身高180體重65轉職業年2002年持拍右手持拍(雙手反拍)職業獎金$1,732,528美元單打成績職業戰績460–376(55.02%)冠軍頭銜(WTA)0(ITF)15最高排名66(2012年9月17日)現今排名100(2019年5月27日)大滿貫單打成績澳網第二輪(2014,2017)法網�...
Maila NurmiNurmi, 1947LahirMaila Elizabeth Syrjäniemi(1922-12-11)11 Desember 1922Gloucester, Massachusetts, A.S.Meninggal10 Januari 2008(2008-01-10) (umur 85)Los Angeles, California, A.S.MakamHollywood Forever CemeteryNama lainMaila Niemi NurmiMaila Elizabeth NurmimioniVampiraPekerjaanAktrisSuami/istriDean Riesner (m. 1949) John Brinkley (m. 1958) Fabrizio Mioni (m. 1961) Maila Elizabeth S...
Bureja - БуреяStato Russia Soggetti federaliTerritorio di ChabarovskOblast' dell'Amur RajonVerchnebureinskij, Burejskij, Archarinskij Lunghezza623 km Portata media890 m³/s Bacino idrografico70 700 km² Nasceconfluenza Pravaja Bureja e Levaja Bureja (Monti della Bureja) 51°39′45″N 134°16′54″E51°39′45″N, 134°16′54″E AffluentiNiman, Tujun, Urgal, Tyrma Sfociafiume Amur 49°24′53″N 29°31′58″E49°24′53″N, 29°31′58″E Mappa del fiume Modifica dat...
У этого термина существуют и другие значения, см. Амурская область (Российская империя). Субъект Российской ФедерацииАмурская область Флаг Герб 53°33′00″ с. ш. 127°50′00″ в. д.HGЯO Страна Россия Входит в Дальневосточный федеральный округ Дальневосточный экономич...
Rivers in Alberta Les rivières de l'Alberta se déversent dans trois différents plans d'eau, l'océan Arctique, la baie d'Hudson et le Golfe du Mexique. La province d'Alberta est située immédiatement à l'est du Continental Divide, ainsi aucune des rivières d'Alberta ne se déverse dans l'océan Pacifique. Liste des rivières de l'Alberta Les fleuves du nord de la province se déversent dans l'océan Arctique, et ont comparativement un débit moyen supérieur à ceux situés au sud de la...
Generalization of the one-dimensional normal distribution to higher dimensions Multivariate normal Probability density functionMany sample points from a multivariate normal distribution with μ = [ 0 0 ] {\displaystyle {\boldsymbol {\mu }}=\left[{\begin{smallmatrix}0\\0\end{smallmatrix}}\right]} and Σ = [ 1 3 / 5 3 / 5 2 ] {\displaystyle {\boldsymbol {\Sigma }}=\left[{\begin{smallmatrix}1&3/5\\3/5&2\end{smallmatrix}}\right]} , shown along with the 3-sigma ellipse, the two...
Historically, a man who emphasised good looks, refined language, and leisurely hobbies This article is about the persons. For other uses, see Dandy (disambiguation). Parisian costumes: The dandies of Paris in 1831. A dandy is a man who places particular importance upon physical appearance and personal grooming, refined language and leisurely hobbies. A dandy could be a self-made man both in person and persona, who emulated the aristocratic style of life regardless of his middle-class origin, ...
Algebraic structure with an associative operation and an identity element For monoid objects in category theory, see Monoid (category theory). Not to be confused with Monad. Algebraic structures Group-like Group Semigroup / Monoid Rack and quandle Quasigroup and loop Abelian group Magma Lie group Group theory Ring-like Ring Rng Semiring Near-ring Commutative ring Domain Integral domain Field Division ring Lie ring Ring theory Lattice-like Lattice Semilattice Complemented lattice Tota...