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Constituency of the European Parliament DerbyshireEuropean Parliament constituencyEuropean Parliament logoMember stateUnited KingdomCreated1979Dissolved1994 MEPs1Sources[1] Prior to its uniform adoption of proportional representation in 1999, the United Kingdom used first-past-the-post for the European elections in England, Scotland and Wales. The European Parliament constituencies used under that system were smaller than the later regional constituencies and only had one Member of the Europe...
Nationwide repression in the Philippines from 1965–1986 The dictatorship of Philippine President Ferdinand E. Marcos in the 1970s and 1980s is historically remembered for its record of human rights abuses,[1][2] particularly targeting political opponents, student activists,[3] journalists, religious workers, farmers, and others who fought against the Marcos dictatorship. Based on the documentation of Amnesty International, Task Force Detainees of the Philippines, and...
Formula Satu musim 1963 Juara Dunia Pembalap: Jim Clark Pemenang Piala Internasional: Cooper-Climax Sebelum: 1962 Sesudah: 1964 Balapan menurut negaraBalapan menurut musim Formula Satu musim 1963 merupakan musim Kejuaraan Dunia FIA Formula Satu yang ke-14, yang dimulai pada tanggal 26 Mei 1963, dan berakhir pada tanggal 28 Desember setelah sepuluh lomba. Di musim ini juga digelar beberapa balapan non-kejuaraan yang melengkapi lomba-lomba resmi. Tampil sebagai juara dunia adalah Jim Clark.[...
?Рябодзьобий крячок Крячок рябодзьобий (Thalasseus sandvicensis) Біологічна класифікація Домен: Еукаріоти (Eukaryota) Царство: Тварини (Animalia) Тип: Хордові (Chordata) Клас: Птахи (Aves) Ряд: Сивкоподібні (Charadriiformes) Родина: Мартинові (Laridae) Підродина: Крячкові (Sterninae) Рід: Рябодзьобий крячок (Thalasseus)B...
River of Puerto Rico Río JacaguasRío Jacaguas, as seen from Barrio Capitanejo, Juana Díaz, some 100 feet before it empties into the Caribbean SeaLocation of mouthLocationCommonwealthPuerto RicoPhysical characteristicsSource • locationVillalba • coordinates17°58′26″N 66°32′22″W / 17.9738553°N 66.5393380°W / 17.9738553; -66.5393380[1] • elevation2,099 feet (640 m) Mouth R...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2019) ويكي تريبيون الاجتماعيةلقطة شاشةمعلومات عامةموقع الويب wt.social نوع الموقع خدمة الشبكة الاجتماعية التأسيس 2019 المنظومة الاقتصاديةالتأسيس 2019 أهم الشخصياتالم...
Marcelino Camacho Marcelino Camacho en la primera fiesta del PCE en la Casa de Campo, tras su legalización en 1977. 1.er secretario general de Comisiones Obreras 11 de julio de 1976-18 de noviembre de 1987Sucesor Antonio Gutiérrez Diputado en Cortes Generales de Españapor Madrid 13 de julio de 1977-10 de febrero de 1981 Información personalNombre de nacimiento Marcelino Camacho Abad Nacimiento 21 de enero de 1918 La Rasa (España) Fallecimiento 29 de octubre de 2010 (92 años)Madrid (Espa...
Đối với phiên bản cấu hình thấp hơn của Toyota Vios, xem Toyota Limo. Toyota ViosToyota Yaris Ativ Premium Luxury 2022Nhà chế tạoToyotaCũng gọi làToyota Yaris SedanToyota BeltaSản xuất2002-nayLắp đặtChachoengsao, Thái LanKanegasaki, Iwate (Kanto Auto Works), Nhật Bản Santa Rosa, Laguna, Philippines[1]Tianjin, Trung Quốc Jhongli, Đài Loan(Kuozui Motors)Shah Alam, Selangor, MalaysiaPhiên bảntiền nhiệmToyota SolunaToyota TercelPhân loạ...
Pangkalan TNI AL TegalLambang Lanal TegalAktif3 April 1963Negara IndonesiaCabang TNI Angkatan LautTipe unitPangkalan Angkatan Laut Type CBagian dariLantamal V/SurabayaMarkasJalan Proklamasi No. 1 Kota TegalJulukanLanal TegalMotoJala Setya DharmaUlang tahun3 AprilSitus webwww.lantamal5.tnial.mil.id Berkas:Mako Lanal Tegal.jpgMarkas Lanal Tegal terletak sebelah selatan balai kota baru Tegal Berkas:Mako Lanal Tegal Tempo Dulu.jpgBangunan Dansional Kota Tegal berdiri pada 1914. Hingga Kini, bangu...
LatviaKaptenĢirts DzeldePeringkat ITFPeringkat terkini45Penampilan pertama1993World GroupPenampilan0 (0-0)Hasil terbaik0Runner-up0Statistik pemainKemenangan terbanyakAndris Filimonovs (32-14)Menang terbanyak – TunggalĢirts Dzelde (16-11)Andis Juška (16-13)Menang terbanyak – GandaAndris Filimonovs (18-6)Tim ganda terbaikAndris Filimonovs dan Ģirts Dzelde (7-4)Bermain terbanyakAndris Filimonovs (25)Penampilan terbanyakAndris Filimonovs (10) Tim Piala Davis Latvia mewakili Latvia di turn...
Northborough Castle FarmhouseCambridgeshire, England The gatehouse to Northborough CastleNorthborough Castle FarmhouseCoordinates52°39′21″N 0°17′59″W / 52.6557°N 0.2998°W / 52.6557; -0.2998Grid referencegrid reference TF151078TypeFortified manor houseSite historyMaterialsRubble masonry and dressed masonry[1] Northborough Manor House, also known as Northborough Hall or Northborough Castle Farmhouse, is a medieval fortified manor house, and Grade I li...
Compuesto de veinte octaedros Tipo Compuesto uniforme Índice UC14 Poliedros 20 octaedros Caras 40+120 triángulos Aristas 240 Vértices 60 Grupo de simetría Icosaédrica (Ih) Subgrupo restringido a un elemento Rotación impropia de 6 lóbulos (S6) Modelo 3D de un compuesto de veinte octaedros El compuesto de veinte octaedros[1] es un poliedro uniforme, formado por una disposición simétrica de 20 octaedros (considerados como antiprismas triangulares). Es un caso especial del compues...
Qingdao Metro station Hai'an Road海安路General informationLocationLaoshan District, Qingdao, ShandongChinaOperated byQingdao Metro CorporationLine(s) Line 2Platforms2 (1 island platform)HistoryOpened10 December 2017Services Preceding station Qingdao Metro Following station Haichuan Roadtowards Taishan Road Line 2 Shilaoren Beachtowards Licun Park Hai'an Road (Chinese: 海安路) is a station on Line 2 of the Qingdao Metro. It opened on 10 December 2017.[...
Japanese woodblock artist (1927–2020) Reika Iwami (岩見 禮花 Iwami Reika, (born 1927 - March 18, 2020) was a Sōsaku-hanga woodblock printmaker who worked primarily with abstract compositions.[1] Biography Iwami was born in Tokyo in 1927 but raised in Kyushu.[2] She later lived in Kanagawa.[3] She studied part time at Bunka Gakuin, and then spent 11 years studying doll-making with Ryūjo Hori[2][3][4] before turning her attention to printm...
超時空シリーズ > 超時空世紀オーガス 超時空世紀オーガス ジャンル ロボットアニメ アニメ 原作 スタジオぬえ シリーズディレクター 石黒昇、三家本泰美※(チーフディレクター) 脚本 松崎健一 キャラクターデザイン 美樹本晴彦 メカニックデザイン 宮武一貴 音楽 羽田健太郎 アニメーション制作 東京ムービー新社 製作 毎日放送、東京ムービー新社 放送局 ...
Conceptual model in philosophy of science This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (March 2020) Comparison of two competing causal models (DCM, GCM) used for interpretation of fMRI images[1] In the philosophy of science, a causal model (or structural causal model) is a conceptual model that describes the causal mechanisms of a system. Several types of causal notation may be used in the deve...
American freight and package delivery company Federal Express redirects here. For the former train line, see Federal Express (train). FedEx CorporationA FedEx McDonnell Douglas DC-10, with a FedEx delivery truck in the foregroundTrade nameFDXFormerlyFederal Express Corporation (1971–1997)FDX Corporation (1997–2000)TypePublicTraded asNYSE: FDXDJTA componentS&P 100 componentS&P 500 componentISINUS31428X1063IndustryE-commerceServicesTransportationFoundedM...
Questa voce sull'argomento fisici danesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Ludvig Valentin Lorenz Ludvig Valentin Lorenz (Helsingør, 18 gennaio 1829 – 9 giugno 1891) è stato un fisico danese. Ha studiato la propagazione della luce attraverso un singolo mezzo omogeneo e il passaggio della luce tra due mezzi diversi. Utilizzando la teoria elettromagnetica della luce ha formulato quella che è chiamata condizione di gauge di Lorenz.[...
This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: The Wall Can Sing – news · newspapers · books · scholar · JSTOR (June 2021) (Learn how and when to remove this template message) 2012 Chinese edition The Wall Can Sing is a collection of 60 essays by Nobel prize-winning author Mo Yan. vteWorks of Mo YanNovels Red Sorghum (1986) ...
Anatomical fugitive sheet Anatomical fugitive sheet with flaps lifted on female figure Anatomical fugitive sheets are illustrations of the human body specially created to display internal organs and structures. Hinged flaps enable the viewer to see a body as if in various stages of dissection. They appeared for the first time in the 16th century and became popular as instructional aids. The parts were labelled, making it easier for lay students to understand the workings of the human body. ...