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Kekaisaran Romawi Timur saat Alexius I Comnenus naik takhta, kira-kira tahun 1081; Nova Anglia terletak di kanan atas peta Nova Anglia (bahasa Latin dan Prancis: Nova Anglia; bahasa Inggris Kuno: Nīwe Englaland; Inggris: New Englandcode: en is deprecated ) adalah koloni yang diduga pernah didirikan pada pertengahan sampai akhir abad ke-11 oleh para pengungsi asal Inggris yang kabur dari kejaran William sang Penakluk. Keberadaannya hanya tercantum dalam dua sumber (abad ke-13 dan 14), Chr...

2014 European Parliament election in Finland ← 2009 25 May 2014 2019 → All 13 Finnish seats in the European ParliamentTurnout39.14%   First party Second party Third party   Party National Coalition Centre Finns Alliance EPP ALDE MELD Last election 23.21%, 3 seats 19.03%, 3 seats 9.79%, 1 seat Seats won 3 3 2 Seat change 1 Popular vote 390,376 339,895 222,457 Percentage 22.59% 19.67% 12.87% Swing 0.62pp 0.64pp 3.08pp   Fourth party Fift...

Nanni MorettiMoretti pada Festival Film Cannes 2011LahirGiovanni Moretti19 Agustus 1953 (umur 70)Bruneck, Tirol Selatan, ItaliaPekerjaan Pemeran sutradara film penulis naskah produser Tahun aktif1976–sekarang Giovanni Nanni Moretti (pengucapan bahasa Italia: [ˈnanni moˈretti]; lahir 19 Agustus 1953) adalah seorang sutradara film, produser, penulis naskah, dan pemeran dari Italia. Film buatannya memenangkan beberapa penghargaan, termasuk sebuah Palme d'Or pada Festival Film...

Article 48 de la Charte des droits fondamentaux de l'Union européenne traitant de la présomption d'innocence (en anglais). La présomption d'innocence est un principe juridique selon lequel toute personne qui se voit reprocher une infraction est réputée innocente tant que sa culpabilité n’a pas été légalement démontrée. La plupart des pays d'Europe reconnaissent et utilisent le principe de la présomption d'innocence (article 6 de la Convention européenne des droits de l'homme)[1...

У этого термина существуют и другие значения, см. Западный округ. Западный внутригородской округ город Краснодар Дата основания 1936 год Дата упразднения 1994 Прежние имена Кагановичский, Ленинский районы Микрорайоны Дубинка, Черёмушки, Покровка Площадь 22[1]  км² Насе...

Borough in Pennsylvania, United StatesDormont, PennsylvaniaBoroughPotomac Avenue, DormontLocation in Allegheny County and the U.S. state of Pennsylvania.Coordinates: 40°23′37″N 80°2′15″W / 40.39361°N 80.03750°W / 40.39361; -80.03750CountryUnited StatesStatePennsylvaniaCountyAlleghenyGovernment • TypeCouncil-Manager • Borough Council List Council Members President Jen MazzoccoV.P. Brandon LedfordPres Pro Temp Daniele VentrescaKate Ab...

2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl（英文）（波兰文）2020年夏季奥林匹克运动会（東京）2021年7月23日至8月8日（受2019冠状病毒病疫情影响推迟，但仍保留原定名称）運動員206參賽項目24个大项旗手开幕式：帕维尔·科热尼奥夫斯基（游泳）和马娅·沃什乔夫斯卡（自行车）[1]闭幕式：卡罗利娜·纳亚（皮划艇）&#...

Kid CudiKid Cudi pada tahun 2010LahirScott Ramon Seguro Mescudi30 Januari 1984 (umur 40)Cleveland, Ohio, Amerika Serikat.Pekerjaan Rapper penyanyi penulis lagu produser rekaman aktor Tahun aktif2003–sekarangAnak1Karier musikGenre Hip hop neo-psychedelia alternative rock alternative hip hop trip hop Instrumen Vokal gitar Label Wicked Awesome Republic Dream On GOOD Fool's Gold Universal Motown Artis terkait Kids See Ghosts Kanye West Travis Scott WZRD Common Ratatat King Chip Plain...

جواز سفر ليتوانيمعلومات عامةنوع المستند جواز سفرالغرض التعريف (هوية شخصية)تاريخ الإصدار 1919 (الإصدار الأول)[1] 2 يناير 2008 (الإصدار الإلكتروني) 27 يناير 2011 (الإصدار الحالي)صادر عن  ليتوانياصالح في ليتوانيامتطلبات الاستحقاق الجنسية الليتوانيةالتكلفة 43 يورو للبالغين، 21.50...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) 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: South African comics – news · newspapers · books · scholar · JSTOR (March 2023) (Learn how and when to remo...

Part of Second World War UK government cypher school Hut 3 with a blast wall rebuilt by Bletchley Park Trust. After the Hut 3 functions moved into Block D this building was renumbered Hut 23. The Enigma cipher machine Enigma machine Enigma rotors Breaking Enigma Polish Cipher Bureau Doubles Grill Clock Cyclometer Bomba Zygalski sheets Bletchley Park Banburismus Herivel tip Crib Bombe Hut 3 Hut 4 Hut 6 Hut 8 PC Bruno Cadix Related Ultra vte Hut 3 was a section of the Government Code and Cypher...

Para otros usos de este término, véase Cartago (desambiguación). Cartago Antiguo departamento 1908Capital CartagoEntidad Antiguo departamento • País ColombiaIdioma oficial EspañolGentilicio Cartagüeño-a, Colombiano-aReligión CatólicaMoneda Peso colombianoPeríodo histórico República del siglo XX • 5 de agostode 1908 Erección • 31 de agostode 1908 Supresión Precedido por Sucedido por ← → → [editar datos en Wikidata] El departamento d...

مناهضة الإنسانيةمعلومات عامةالنقيض إنسانية تعديل - تعديل مصدري - تعديل ويكي بيانات في النظرية الاجتماعية وفي الفلسفة، مناهضة الإنسانية (أو معاداة الإنسانية) هي نظرية نقدية للإنسانية التقليدية والأفكار التقليدية حول الإنسانية والحالة البشرية. تُعتبر الفكرة التي تفترض أن�...

American poet from Indianapolis For the former passenger train, see James Whitcomb Riley (train). James Whitcomb RileyJames Whitcomb Riley, c. 1913Born(1849-10-07)October 7, 1849Greenfield, Indiana, U.S.DiedJuly 22, 1916(1916-07-22) (aged 66)Indianapolis, Indiana, U.S.Resting placeCrown Hill CemeteryPen nameBenjamin F. Johnson of BooneJay WhitUncle Sidney James Whitcomb Riley (October 7, 1849 – July 22, 1916) was an American writer, poet, and best-selling author. During his lifetime he...

Questa voce sull'argomento matematici tedeschi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Friedrich Hartogs Friedrich Moritz Hartogs (Bruxelles, 20 maggio 1874 – Monaco di Baviera, 18 agosto 1943) è stato un matematico tedesco, noto per i suoi risultati in teoria degli insiemi e in analisi complessa in più variabili. Voci correlate Dominio di Hartogs Espansione di Hartogs-Laurent Lemma di Hartogs Numero di Hartogs Teorema di Hartogs Teorema d...

Con l'espressione dār al-Islām (in arabo : دار الإسلام ‎?, letteralmente Casa dell'Islam) la cultura islamica identifica i territori che sono sottoposti all'imperio politico e giuridico dell'Islam, dove i musulmani possono compiere gli obblighi loro richiesti in quanto credenti, in particolare l'ottemperanza ai cinque pilastri dell'Islam. Rientra nella teoria islamica della ripartizione territoriale del pianeta, basata su principî confessionali e di extraterritorialit�...

American law firmKramer Levin Naftalis & FrankelHeadquartersNew York CityNo. of offices3No. of attorneysabout 325Major practice areasGeneral practiceKey peopleMarvin E. FrankelEzra G. LevinGary P. NaftalisEugene NickersonRevenue$387 millionDate founded1968 (New York City)FounderArthur KramerLouis LowensteinMaurice NessenSherwin KaminWebsitewww.kramerlevin.com Kramer Levin Naftalis & Frankel LLP (known as Kramer Levin) is an American law firm headquartered in N...

Street in the St James's area of the City of Westminster in London St James's Street St James's Street is the principal street in the district of St James's, central London. It runs from Piccadilly downhill to St James's Palace and Pall Mall. The main gatehouse of the Palace is at the southern end of the road; in the 17th century, Clarendon House faced down the street across Piccadilly from the site of what is now Albemarle Street. History St James's Street and St James's Palace, chromolithog...

Hungarian mathematician Abraham WaldA young WaldBorn(1902-10-31)October 31, 1902Kolozsvár, Kingdom of Hungary, Austria-HungaryDiedDecember 13, 1950(1950-12-13) (aged 48)Nilgiri Mountains, IndiaAlma materKing Ferdinand I UniversityUniversity of ViennaKnown forWald's equationWald testWald distributionWald–Wolfowitz runs testWald's martingaleWald's maximin modelMann–Wald theoremDecision theorySequential analysisSequential probability ratio testChildrenRobert WaldScientific ca...

Type of fibrous joint 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: Syndesmosis – news · newspapers · books · scholar · JSTOR (June 2023) (Learn how and when to remove this message) Syndesmosis between ulna and radius of upper arm A syndesmosis (“fastened with a band”) is a type of fibrous joint in whi...