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Consortium international des journalistes d'investigationLogo du Consortium international des journalistes d'investigationHistoireFondation 1997CadreType Organisation non gouvernementale, organisation à but non lucratifDomaines d'activité Journalisme d'enquête, journalisme de bases de donnéesSiège WashingtonPays  États-UnisOrganisationFondateurs Center for Public Integrity, Charles Lewis (en)Directeur Gerard RyleOrganisation mère Center for Public IntegrityDépenses 4,7 M$ (20...

Jewett Sand FormationStratigraphic range: Neogene: MioceneTypeFormationLocationRegionCaliforniaCountryUnited States The Jewett Sand Formation is a geologic formation in California, USA. It preserves fossils dating back to the Miocene Epoch of the Neogene period. Vertebrates Cartilaginous fishes Sharks Fossil teeth of C. hastalis †Alopias exigua[1] †Alopias latidens[1] Alopias vulpinus'[1] †Carcharocles angustidens '[1] †Carcharodon hastalis'[1] ...

American politician Joseph H. Manley, Maine political figure. Joseph Homan Manley (October 13, 1842[1]–1905) was an American Republican Party official (chairman of the party's National Executive Committee 1894–96) and close associate of Maine Republican politician and presidential candidate James G. Blaine. Biography Born in Bangor, Maine, Manley first attended school in Farmington, Maine, and subsequently studied law in Boston and graduated from Albany Law School in 1863. In 1866...

American architect (1865–1924) Louis CurtissBorn(1865-07-01)July 1, 1865Belleville, OntarioDiedJune 24, 1924(1924-06-24) (aged 58)Kansas City, MissouriNationalityCanadianOccupationArchitectParent(s)Frances Elvira Deaver Crowell CurtisDon Carlos CurtisBuildingsTarrant County CourthouseTarrant County Courthouse; Fort Worth, Texas; added to the National Register of Historic Places October 15, 1970Boley Clothing Company BuildingBoley Clothing Company Building (1909), Kansas City, Missouri;...

Electoral district in the Northwest Territories, Canada Inuvik Twin Lakes Northwest Territories electoral districtBoundaries of Inuvik Twin LakesTerritorial electoral districtLegislatureLegislative Assembly of the Northwest TerritoriesMLA    Lesa SemmlerFirst contested1999Last contested2023RegionInuvik RegionCommunitiesInuvik Inuvik Twin Lakes[1] is a territorial electoral district for the Legislative Assembly of the Northwest Territories, Canada. It is one of two distr...

Токио Вселенная Бумажный дом Создание Создатель Алекс Пина[англ.] Воплощение Исполнение роли Урсула Корберо Первое появление «Согласованные действия» (2017) Последнее появление «Семейная традиция» (2021) Биография Пол женский Место рождения Испания Происхождение Национал...

British painter This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: William Green action painter – news · newspapers · books · scholar · JSTOR (July 2016) William Green - Action Painter, in action William Green (1934 – 28 January 2001), was an artist who achieved attention in the late 1950s ...

Voce principale: New York Knicks. New York KnicksStagione 2018-2019Sport pallacanestro Squadra N.Y. Knicks CoachDavid Fizdale General managerScott Perry NBADivision: (Atlantic)Conference: (Eastern) StadioMadison Square Garden 2017-2018 2019-2020 Dati aggiornati al 5 novembre 2018 La stagione 2018-2019 dei New York Knicks è stata la 73ª stagione della franchigia nella NBA. Indice 1 Draft 2 Roster 3 Classifiche 3.1 Division 3.2 Conference 4 Mercato 4.1 Free Agency 4.1.1 Acquisti 4.1...

Giric II d'ÉcosseFonctionsCo-roi des Scots ?BiographieNaissance 985Décès 1005Père Kenneth III d'Écossemodifier - modifier le code - modifier Wikidata Giric II d'Écosse, mort en 1005, est co-roi d'Écosse de 997 à 1005 (?). Giric II serait le fils de Kenneth III d'Écosse. Un souverain hypothétique Giric est évoqué dans la Prophétie de Berchán sous le nom de Donn (c'est-à -dire: le brun). Il est également mentionné dans la liste latine de rois dite...

SaagSarson da saag dengan makki di roti dan topping mentegaNama lainSaaga atau Tuna (Odisha), Shaag, Shaak, SaagwalaDaerahAnak benua IndiaBahan utamaBerbagai jenis tanaman yang bisa dimakanSunting kotak info • L • BBantuan penggunaan templat ini  Media: Saag Saag adalahhidangan sayuran daun yang dimakan di anak benua India dengan roti seperti roti atau naan[1] atau nasi (di Nepal, Odisha, Kashmir, dan Benggala Barat). Saag dapat dibuat dari sawi hijau, basella, ...

Sate ulat sagu adalah makanan khas Karo Sumatera Utara, Sulawesi Selatan, Papua, dan Dayak Kalimantan yang berasal dari ulat sagu. Ulat sagu didapatkan dari pohon sagu yang dipotong dan dibiarkan membusuk.[1] Sate ulat saguNama lainKo'o, Butod, Kidu-kiduSajianMenu utamaTempat asalIndonesiaDaerahSumatra, Sulawesi, Kalimantan, Papua, juga populer di negara tetangga seperti Malaysia (Sabah dan Serawak), Papua Nugini dan Timor LesteSuhu penyajianPanasBahan utamaUlat sagu, bumbu kacang, sa...

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018)Learn how and when to remove this message 11° خط طول 11 شرق خريطة لجميع الإحداثيات من جوجل خريطة لجميع الإحداثيات من بينغ تصدي�...

A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (August 2014) (Learn how and when to remove this message) JetRadarType of businessSubsidiary of Go Travel Un LimitedAvailable inEnglish, French, German, Italian, SpanishFounded2012 (2012)HeadquartersPhuket, ThailandArea servedWorldwideFounder(s)Ni...

Japanese figure skater Haruka ImaiImai at the 2010 Skate Canada InternationalBorn (1993-08-31) August 31, 1993 (age 30)Tokyo, JapanHeight1.59 m (5 ft 3 in)Figure skating careerCountryJapanCoachRumiko MichigamiSkating clubNiigata Skating FederationBegan skating2003RetiredMarch 2, 2018[1] Medal record Representing  Japan Figure skating: Ladies' singles Asian Winter Games 2011 Astana-Almaty Ladies' singles Haruka Imai (今井 遥, Imai Haruka, born August 31, 199...

Ethnic hatred against Amhara people in Ethiopia Part of a series onDiscrimination Forms Institutional Structural Statistical Taste-based Attributes Age Caste Class Dialect Disability Genetic Hair texture Height Language Looks Mental disorder Race / Ethnicity Skin color Scientific racism Rank Sex Sexual orientation Species Size Viewpoint Social Arophobia Acephobia Adultism Anti-albinism Anti-autism Anti-homelessness Anti-drug addicts Anti-intellectualism Anti-intersex Anti-left handed...

Diocese of the Episcopal Church in the United States Diocese of Southwestern VirginiaLocationCountryUnited StatesTerritoryCounties of Alleghany, Amherst, Augusta, Bath, Bedford, Bland, Botetourt, Buchanan, Campbell, Carroll, Craig, Dickinson, Floyd, Franklin, Giles, Grayson, Henry, Highland, Lee, Montgomery, Nelson, Patrick, Pulaski, Roanoke, Rockbridge, Russell, Scott, Smyth, Tazewell, Washington, Wise, & Wythe.Ecclesiastical provinceProvince IIIStatisticsCongregations51 (2021)Members9,5...

  提示：此条目页的主题不是中国—古巴关系。 中華民國—古巴關係 中華民國 古巴 中華民國—古巴關係（西班牙語：Relaciones Cuba–República de China），是指中華民國與古巴共和國之間的關係。1913至1960年間，兩國有正式外交關係，因古巴共產革命推翻親美舊政府導致斷交後，新政府便與中華民國關係極不友好。[1]古巴是第一个与中华人民共和国建交，并与中华�...

Komisi Hukum Nasional KHNGambaran umumSingkatanKHNDidirikan18 Februari 2000[1]Dasar hukum pendirianKeputusan Presiden Nomor 15 Tahun 2000[1]Dibubarkan4 Desember 2014[2]Dasar hukum pembubaranPeraturan Presiden Nomor 176 Tahun 2014Sunting kotak info • L • BBantuan penggunaan templat ini Komisi Hukum Nasional (disingkat KHN) adalah Lembaga nonstruktural yang dibentuk melalui Keputusan Presiden Nomor 15 tahun 2000 dalam rangka memberikan masukan yang obyektif...

Type of mathematical link 41 knot In mathematics, a hyperbolic link is a link in the 3-sphere with complement that has a complete Riemannian metric of constant negative curvature, i.e. has a hyperbolic geometry. A hyperbolic knot is a hyperbolic link with one component. As a consequence of the work of William Thurston, it is known that every knot is precisely one of the following: hyperbolic, a torus knot, or a satellite knot. As a consequence, hyperbolic knots can be considered plentiful. A ...

Stellan Skarsgård Stellan Skarsgård vid Filmfestivalen i Berlin 2017.FöddStellan John Skarsgård13 juni 1951 (73 år) Kristine församling i Göteborg, SverigeAktiva år1968–MakaMy Skarsgård (1975–2007)Megan Everett (2009–)Barn8SläktingarAlexander Skarsgård (son)Gustaf Skarsgård (son)Bill Skarsgård (son)Valter Skarsgård (son)Ossian Skarsgård (son)Kolbjörn Skarsgård (son)Betydande rollerCarl Hamilton i Täcknamn Coq RougeRaoul Wallenberg i God afton, Herr Wallenberg...