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European ethnic group This article is about the early medieval Normans. For modern Normans, see Normandy. For other uses, see Norman. NormansSiege of a motte-and-bailey castle from the Bayeux TapestryLanguagesOld NormanLatinOld NorseReligionChristianity, Norse paganismRelated ethnic groupsHistorical: Norse • Gallo-Romans • FranksModern: Danes • Norwegians • Swedes • Icelanders • Faroe Islanders • Jèrriais • Guernésiais • French • English • Scots • Irish • Sicilians...
Dalam nama Korean ini, nama keluarganya adalah Lee. Lee Jae-inNama asal이재인Lahir6 Februari 2004 (umur 20)Taebaek, Provinsi Gangwon, Korea Selatan[1]KebangsaanKorea SelatanPekerjaanAktrisTahun aktif2012-sekarangAgenV Company (2020-sekarang)[2]Nama KoreaHangul이재인 Alih AksaraLee JaeinMcCune–ReischauerLee Chaein Lee Jae-in (lahir 6 Februari 2004) adalah aktris Korea Selatan. Ia pertama kali memperoleh pengakuan melalui film Svaha: The Sixth Finger. Film...
Currency of Prussia, used until 1857 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: Prussian thaler – news · newspapers · books · scholar · JSTOR (February 2022) (Learn how and when to remove this template message) The Prussian Thaler (sometimes Prussian Reichsthaler) was the currency of Prussia until 1857....
Pusat kota Lokasi di County Carbon dan Wyoming Rawlins adalah sebuah kota dan ibu kota County Carbon, Wyoming, Amerika Serikat.[1] Jumlah penduduknya adalah 8.221 jiwa pada sensus 2020. Namanya diambil dari Jenderal Union John Aaron Rawlins, yang berkemah di wilayah tersebut pada tahun 1867.[2] Menurut Biro Sensus Amerika Serikat, kota ini memiliki luas total 8,28 mil persegi (21,45 km2), dimana 8,24 mil persegi (21,34 km2) merupakan daratan dan 0,04 mil persegi (0,10 km2) ada...
Pour les articles homonymes, voir Mozilla. Mozilla Foundation Devise : « Nous œuvrons à améliorer Internet[1]. » Situation Création 15 juillet 2003 Type Fondation à but non lucratif (501c3) Siège San Francisco, Californie, États-Unis Coordonnées 37° 47′ 22″ N, 122° 23′ 20″ O Langue Anglais Budget 329.5 million $ (2014)[2] Organisation Membres Mitchell Baker (Présidente) Mark Surman (en) (Directeur exécutif) Dirigeant Mit...
SirChintaman Dwarakanath DeshmukhCIE, ICSC. D. Deshmukh di bandar udara Palam pada 1952 (kiri) Menteri KeuanganMasa jabatan29 Mei 1950[1]– 24 July 1956[2][3]Perdana MenteriJawaharlal Nehru PendahuluJohn MathaiPenggantiT. T. KrishnamachariGubernur Bank Reserve India 3Masa jabatan11 Agustus 1943 – 30 June 1949[4] PendahuluJames Braid TaylorPenggantiBenegal Rama Rau Informasi pribadiLahir(1896-01-14)14 Januari 1896Nate, Mahad, Raigad, MaharashtraMeninggal2...
Membabi ButaIndeks kartuSutradaraJoel FadlyProtagonisPrisia NasutionIvanka SuwandiLenny CharlotteProduksi seni pertunjukanDevi MonicaPenampilan perdana4 Mei 2017Bahasa asli (film atau acara televisi)Indonesia Lokasi pemfilmanIndonesia DeskripsiGenrefilm horor Latar tempatIndonesia lbs Membabi Buta (digayakan sebagai Membabi-Buta) merupakan film hantu-seru Indonesia yang dirilis pada 4 Mei 2017 dan disutradarai oleh Joel Fadly. Film ini dibintangi oleh Prisia Nasution, Ivanka Suwandi, dan Len...
Spa town in Baden-Württemberg, Germany For other uses, see Baden Baden (disambiguation). Town in Baden-Württemberg, GermanyBaden-Baden TownView of Baden-Baden from Mount Merkur. FlagCoat of armsLocation of Baden-Baden Baden-Baden Show map of GermanyBaden-Baden Show map of Baden-WürttembergCoordinates: 48°45′46″N 08°14′27″E / 48.76278°N 8.24083°E / 48.76278; 8.24083CountryGermanyStateBaden-WürttembergAdmin. regionKarlsruhe DistrictUrban districtGovernmen...
هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (سبتمبر 2023) هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة...
Super Bowl XLV Ospiti Casa Pittsburgh Steelers Green Bay Packers (AFC) (NFC) 25 31 1 2 3 4 Totale PIT 0 10 7 8 25 GB 14 7 0 10 31 EdizioneXLV Data6 febbraio 2011 StadioCowboys Stadium CittàArlington, Texas MVPAaron Rodgers Inno nazionaleChristina Aguilera ArbitroWalt Anderson Halftime showThe Black Eyed Peas Spettatori103.219 Diffusione TV negli Stati Uniti d'AmericaReteFOX TelecronacaJoe Buck e Troy Aikman XLIV XLVI Il Super Bowl XLV è stato la 45ª edizione del ...
32°00′N 5°00′W / 32.000°N 5.000°W / 32.000; -5.000 المغربمعلومات عامةالبلد المغرب المنطقة شمال أفريقياالقارة أفريقياالمناخ متوسطي، أطلسي، صحراويالساحل البحر الأبيض المتوسطالمحيط الأطلسيمضيق جبل طارق الحدود موريتانيا: 1561 كم الجزائر: 1559 كم إسبانيا: 15,9 كمالأرض وا�...
Painting by Thomas Eakins 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: The Writing Master – news · newspapers · books · scholar · JSTOR (July 2018) (Learn how and when to remove this message) The Writing MasterThe paintingArtistThomas EakinsYear1882 (1882)MediumOil on canvasDimensions76.2 cm ...
Pour les articles homonymes, voir Ampère. André-Marie AmpèreBiographieNaissance 20 janvier 1775LyonDécès 10 juin 1836 (à 61 ans)MarseilleSépulture Cimetière de MontmartreNationalité françaiseFormation École polytechniqueActivités Physicien, philosophe, chimiste, ingénieur, mathématicien, inventeurMère Jeanne Antoinette de Sarcey (d)Conjoint Julie Carron (d)Enfant Jean-Jacques AmpèreAutres informationsA travaillé pour Collège de France (1824-1836)École polytechnique (1...
馬爾他騎士團用途國旗比例2:3啟用日期1130年形成標誌象徵1259年后成為正式符號形式紅底白十字的旗幟。 马耳他骑士团团旗用途國旗形式马耳他骑士团代表旗設計者马耳他骑士团 用途海陸通用國旗 大教长旗帜 馬爾他主權騎士團國旗是耶路撒冷、羅得島及馬爾他圣若翰主權軍事醫院騎士團（或稱馬爾他騎士團、馬爾他主權騎士團）的實體所用“國家”旗幟。�...
Japanese baseball player (born 1994) Ohtani redirects here. For other people with the surname, see Ōtani. The native form of this personal name is Ōtani Shōhei. This article uses Western name order when mentioning individuals. Baseball player Shohei OhtaniOhtani in 2024Los Angeles Dodgers – No. 17Pitcher / Designated hitterBorn: (1994-07-05) July 5, 1994 (age 29)Ōshū, Iwate, JapanBats: LeftThrows: RightProfessional debutNPB: March 29, 2013, for the Hokkaidō Nip...
Pour les articles homonymes, voir Meme (homonymie). Le terme de « mème » a été proposé pour la première fois par le biologiste Richard Dawkins dans Le Gène égoïste (1976), ici dans sa traduction française (Laura Ovion, 2003). Le graffiti « Kilroy was here », devenu populaire dans les années 1940, existait sous des noms divers dans différents pays, montrant comment un mème peut être modifié grâce à la réplication[1]. Un mème [mɛm][2] (de l'an...
First Nations government in Canada For indigenous groups in the United States, see tribe (Native American). For the basic unit of hunter-gatherer society, see band society. Indigenous peoplesin Canada First Nations Inuit Métis History Timeline Pre-colonization Genetics Settler colonialism Genocide Residential schools Indian hospitals Reconciliation Politics Indigenous law British Columbia Treaty Process Crown and Indigenous peoples Health Policy Idle No More Indian Act Indigenous and Norther...
This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these messages) This article contains weasel words: vague phrasing that often accompanies biased or unverifiable information. Such statements should be clarified or removed. (May 2020) This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of ...
Cette page concerne l'année 1481 du calendrier julien. Chronologies 22 décembre : Convenant de Stans. Illustration de la chronique de Lucerne de 1513 (Diebold Schilling le Jeune)Données clés 1478 1479 1480 1481 1482 1483 1484Décennies :1450 1460 1470 1480 1490 1500 1510Siècles :XIIIe XIVe XVe XVIe XVIIeMillénaires :-Ier Ier IIe IIIe Chronologies thématiques Art Arts plastiques (Dessin, Gravure, Peinture et Sculpture)...
In matematica, un gruppo nilpotente è un gruppo G {\displaystyle G} che ammette una serie centrale, ovvero una successione di sottogruppi normali { 1 } ⊆ H 1 ⊆ H 2 ⊆ ⋯ ⊆ H n − 1 ⊆ H n = G {\displaystyle \{1\}\subseteq H_{1}\subseteq H_{2}\subseteq \cdots \subseteq H_{n-1}\subseteq H_{n}=G} tale che ogni quoziente H i + 1 / H i {\displaystyle H_{i+1}/H_{i}} è contenuto nel centro di G / H i {\displaystyle G/H_{i}} . Il minimo n {\displaystyle ...