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United States Supreme Court practice Runners carrying the Supreme Court's Obergefell v. Hodges decision on marriage equality (2015) The running of the interns was a Washington, DC, tradition, sometimes called a race,[1] involving interns of news outlets running to deliver results of major decisions by the Supreme Court of the United States to the press.[2][3] Many media outlets have made note of this, including BuzzFeed, Newsweek, NPR, and Cosmopolitan.[4][...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Desember 2022. Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2022. Jinwar...
American electronic warfare aircraft EA-18G Growler A U.S. Navy EA-18G in flight over the Pacific Ocean Role Electronic warfare aircraftType of aircraft National origin United States Manufacturer Boeing First flight 15 August 2006 Introduction 22 September 2009[1] Status In service Primary users United States NavyRoyal Australian Air Force Produced 2004–present Number built 172 as of October 2021[2] Developed from Boeing F/A-18F Super Hornet The Boeing EA-18G Growler is...
Organized presentation and display of works of art This Year Venuses Again!, 1864. Honoré Daumier satirizes the bourgeoisie scandalized by the Paris Salon's Venuses. An art exhibition is traditionally the space in which art objects (in the most general sense) meet an audience. The exhibit is universally understood to be for some temporary period unless, as is occasionally true, it is stated to be a permanent exhibition. In American English, they may be called exhibit, exposition (the French ...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada April 2016. WeihenmayerPenemuanDitemukan olehC. S. dan E. M. ShoemakerSitus penemuanPalomar ObservatoryTanggal penemuan6 Mei 1981PenamaanPenamaan MPC8327Asal namaErik WeihenmayerPenamaan alternatif1981 JE3Kategori planet minorasteroid sabuk ...
تدخل تركيا في الحرب الأهلية السوريةجزء من التدخل الأجنبي في الحرب الأهلية السورية في الحرب الأهلية السوريةتركيا (برتقالي) وسوريا (أخضر)التاريخ5 ديسمبر 2011 (2011-12-05) – إلى الآن(12 سنوات، و4 شهور، و2 أيام)الموقعسورياالوضعمستمر[12] تشهد تركيا اشتباكات بينها وبي...
В лингвистике кóрпус (множественное число — кóрпусы[1]) — подобранная и обработанная по определённым правилам совокупность текстов, используемых в качестве базы для исследования языка. Они используются для статистического анализа и проверки статистических г�...
All 19 pro-democracy legislators announced their resignation en masse in response to the decision by the National People's Congress Standing Committee to disqualify four legislators. On 11 November 2020, 15 Hong Kong pro-democracy members of the Legislative Council announced their resignations in protest against the decision of the National People's Congress Standing Committee (NPCSC) which bars Legislative Council members from supporting Hong Kong independence, refusing to recognise Beijing...
Charles ArntLahir(1906-08-20)20 Agustus 1906Michigan City, Indiana, ASMeninggal6 Agustus 1990(1990-08-06) (umur 83)Orcas Island, Washington, ASPekerjaanPemeranTahun aktif1933-1962Suami/istriPatricia Arnt (3 anak)[1] Charles Arnt (20 Agustus 1906 – 6 Agustus 1990) adalah seorang pemeran film Amerika Serikat dari 1933 sampai 1962. Arnt tampil sebagai pemeran karakter dalam lebih dari 200 film.[2] Filmografi pilihan Roman Scandals (1933) Ladies Should L...
PichinchaProvinceProvince of Pichincha BenderaLocation of Pichincha in Ecuador.Cantons of Pichincha ProvinceCountryEcuadorEstablished1824Dinamai berdasarkanPichincha volcanoCapitalQuitoCantons List of Cantons CayambeMejíaPedro MoncayoPedro Vicente MaldonadoPuerto QuitoQuitoRumiñahuiSan Miguel de los Bancos Pemerintahan • Provincial PrefectPaola PabónLuas • Total9.494 km2 (3,666 sq mi)Populasi (2001) • Total2.417.116 • Kepa...
British journalist on The Independent This biography of a living person relies too much on references to primary sources. Please help by adding secondary or tertiary sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately, especially if potentially libelous or harmful.Find sources: Donald Macintyre journalist – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when...
Abbaye de la Chaise-DieuCloître de l'abbaye de La Chaise-Dieu.PrésentationType AbbatialeCulte Catholique romainRattachement Saint-SiègeFondation 1043Diocèse Diocèse du Puy-en-VelayStyle GothiqueConstruction 1043-1400Religion CatholicismeOrdre religieux Ordre de Saint-BenoîtPatrimonialité Inscrit MH (1941) Classé MH (2009, 2014)Site web Site de l'Abbaye de La Chaise-DieuLocalisationdépartement Haute-LoireCommune La Chaise-DieuCoordonnées 45° 19′ 15″ N, 3...
Sebuah Gobog Wayang dari pulau Jawa. Uang gobog Indonesia (Uang Gobog, Uang Gobog Wayang, Koin Gobog, Gobog Wayang, atau singkatnya Gobog; Belanda: Indonesische tempelmunten),[1] juga dikenal sebagai koin ajaib Indonesia, adalah sekumpulan benda mirip koin yang berdasarkan pada koin gobog, amulet dan talisman Tiongkok serupa namun diubah secara tersendiri dari koin tersebut. Koin gobog Indonesia dipengaruhi oleh Hindu, Islam dan budaya asli dan sering kali menggambarkan pencitraan rel...
Engineering focused on building software from reusable components Component-based software engineering (CBSE), also called component-based development (CBD), is a style of software engineering that aims to construct a software system from components that are loosely-coupled and reusable. This emphasizes the separation of concerns among components.[1][2] To find the right level of component granularity, software architects have to continuously iterate their component designs wi...
Algebraic structure used in analysis Lie bracket redirects here. For the operation on vector fields, see Lie bracket of vector fields. Lie groups and Lie algebras Classical groups General linear GL(n) Special linear SL(n) Orthogonal O(n) Special orthogonal SO(n) Unitary U(n) Special unitary SU(n) Symplectic Sp(n) Simple Lie groups Classical An Bn Cn Dn Exceptional G2 F4 E6 E7 E8 Other Lie groups Circle Lorentz Poincaré Conformal group Diffeomorphism Loop Euclidean Lie algebras Lie group–Li...
甑島列島 甑島列島。NASAによる撮影。 地理場所 東シナ海座標 北緯31度45分24秒 東経129度47分17秒 / 北緯31.75667度 東経129.78806度 / 31.75667; 129.78806座標: 北緯31度45分24秒 東経129度47分17秒 / 北緯31.75667度 東経129.78806度 / 31.75667; 129.78806主要な島 上甑島、中甑島、下甑島面積 117.56 km2 (45.39 sq mi)[1]長さ 38 km (23.6 mi)[2]�...
Naturgy Energy Group, S.A. 種類 株式会社市場情報 BMAD: NTGY業種 エネルギー設立 1991年本社 スペイン、バルセロナ主要人物 Francisco Miguel Reynes Massanet製品 天然ガス、電力売上高 €23.306 billion (2017)[1]営業利益 €3.915 billion (2017)[1]利益 €1.360 billion (2017)[1]総資産 €47.322 billion (end 2010)[1]従業員数 18,780 (end 2010)[1]ウェブサイト www.naturgy.com バルセロナ・�...
Prominent, wealthy Iraqi tax official Abu Abdallah al-Hasan al-Baridi (Arabic: الحسن البريدي; fl. 927/8–944) was the most prominent of the Baridi family, Iraqi tax officials who used the enormous wealth gained from tax farming to vie for control of the rump Abbasid Caliphate in the 930s and 940s. In this contest Abu Abdallah and his two brothers manoeuvred between the military commanders Ibn Ra'iq and Bajkam, the Hamdanids of Mosul, the Buyids of Fars, and the ruler of Oma...
Belarusian tennis player Vera Lapko Вера ЛапкоVera Lapko at the 2018 Wimbledon ChampionshipsFull nameVera Valeryevna LapkoCountry (sports) BelarusResidenceMinsk, BelarusBorn (1998-09-29) 29 September 1998 (age 26)MinskHeight1.84 m (6 ft 0 in)Turned pro2014Retired2024PlaysRight (two-handed backhand)CoachVladimir KrukPrize moneyUS$ 877,415SinglesCareer record199–110Career titles7 ITFHighest rankingNo. 60 (1 October 2018)Grand Sla...
Product that people consume more of as the price rises Not to be confused with Veblen goods. Indifference map with two budget lines (red) depending on the price of Giffen good x In microeconomics and consumer theory, a Giffen good is a product that people consume more of as the price rises and vice versa, violating the law of demand. For ordinary goods, as the price of the good rises, the substitution effect makes consumers purchase less of it, and more of substitute goods; the income effect ...