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Nes Municipio Vista de Nes NesLocalización de Nes en Islas FeroeCoordenadas 62°04′55″N 6°43′48″O / 62.082, -6.73Entidad Municipio • País Dinamarca • Región autónoma Islas Feroe • Región Eysturoy • Capital ToftirDirigentes • Alcalde (2009-) Símun JohannesenSuperficie • Total 14 km²Población (2012) • Total 1263 hab. Sitio web oficial [editar datos en Wikidata] Nes es ...
Defunct United States federal court United States District Court for the District of PotomacDefunctAppeals toFourth CircuitEstablishedFebruary 13, 1801AbolishedMarch 8, 1802 The United States District Court for the District of Potomac was a short-lived United States federal court. Named for the Potomac River, it had jurisdiction over the District of Columbia and pieces of Maryland and Virginia, making it the first (and one of the only) United States district courts to cross state lines. ...
Естонський футбольний зимовий турнір 2018 Подробиці Дата проведення 5 січня - 18 березня 2018 Кількість учасників 36 Призові місця Статистика ← 2017 2019 → Естонський футбольний зимовий турнір 2018 — 5-й розіграш Естонського футбольного зимового турніру. Команди були розділені ...
Montañas Flameantes Ubicación geográficaContinente AsiaCordillera Tian ShanCoordenadas 42°58′02″N 89°38′35″E / 42.967222222222, 89.643055555556Ubicación administrativaPaís China ChinaDivisión SinkiangSubdivisión XinjiangCaracterísticasMáxima cota (500-800 m)Longitud 100 kmAnchura 5–10 kmMapa de localización Montañas Flameantes Geolocalización en China[editar datos en Wikidata] Las montañas Flameantes (火 焰 山| huǒ yàn shān) o mont...
Fatschenkind von 1830 aus dem Kloster Gutenzell (Oberschwäbisches Museumsdorf Kürnbach) Ein Fatschenkind, auch Fatschenkindl, Fatsche, Windelpaket, Büschel (Sudetenland), „Spielzeug“ (in Südtirol), ist ein Andachtsbild oder auch ein Gebildvotiv des Jesuskindes, das vor allem in Süddeutschland und Österreich verbreitet war. Die mit Bändern gewickelten („gefatschten“) Bildnisse bestehen zumeist aus Wachs, es sind jedoch auch Fatschenkinder aus Schmiedeeisen oder bemaltem Holz erh...
A DG808 over the Lac de Serre Ponçon in the French Alps Pesawat luncur[1] atau Glider adalah pesawat lebih-berat-dari-udara yang biasanya digunakan untuk penerbangan tanpa mesin. Mereka dapat dibagi menjadi dua kategori, glider murni dan kapal layar. Deskripsi Pesawat luncur adalah salah satu jenis pesawat terbang yang di desain untuk keperluan latihan dan olahraga udara. Pesawat ini biasanya tidak dilengkapi dengan mesin pendorong, sehingga untuk dapat terbang dia harus ditarik deng...
Voujeaucourt Entidad subnacional VoujeaucourtLocalización de Voujeaucourt en Francia Coordenadas 47°28′32″N 6°46′28″E / 47.475555555556, 6.7744444444444Entidad Comuna de Francia • País Francia • Región Franco Condado • Departamento Doubs • Distrito distrito de Montbéliard • Cantón cantón de Valentigney • Mancomunidad Communauté d'agglomération du Pays de MontbéliardSuperficie • Total 9.45 km²Altitud ...
Australian singer and actor Anthony Warlow AMWarlow in 2008Born (1961-11-18) 18 November 1961 (age 62)Wollongong, New South Wales, AustraliaOccupation(s)Singer, actorYears active1980–presentKnown forThe Phantom of the OperaAnnieJekyll & Hyde Anthony Warlow AM (born 18 November 1961) is an Australian musical theatre performer, noted for his character acting and considerable vocal range. He is a classically trained lyric baritone and made his debut with the Australian Opera...
Stub sorting This template is maintained by WikiProject Stub sorting, an attempt to bring some sort of order to Wikipedia. If you would like to participate, you can choose to improve/expand the articles containing this stub notice, or visit the project page, where you can join the project and see a list of open tasks.Stub sortingWikipedia:WikiProject Stub sortingTemplate:WikiProject Stub sortingStub sorting articles Japan Template‑class Japan portalThis template is within the scope of WikiP...
26 doorverwijzingen A · B · C · D · E · F · G H · I · J · K · L · M · N O · P · Q · R · S · T U · V · W · X · Y · Z M is de dertiende letter uit het moderne Latijnse alfabet. De letter kan verwijzen naar: In de natuurkunde m = meter, m² = vierkante meter, m3 = kubieke meter. m, symbool voor het voorvoegsel milli (1/1000) in de natuurwetenschappen. m, symbool voor massa (natuurkunde). M, symbool voor het voorvoegsel Mega (voorvoegsel) (106) in de natuurwetenschappen. M, ...
2010 studio album by Richard PoonI'll Be Seeing YouStudio album by Richard PoonReleasedOctober 2010Recorded2010GenrePop, jazzLanguageEnglish, TagalogLabelMCAProducerRicky R. IlacadRichard Poon chronology For You(2009) I'll Be Seeing You(2010) Singles from I'll Be Seeing You PanalanginReleased: October 2010 I'll Be Seeing You is the third studio album by Filipino pop-jazz singer Richard Poon, released in the Philippines in October 2010 by MCA Records. The album consists mostly of cover...
Abnormal pigmentation symptom for disease of the liver Icteric redirects here. For the physiological event, see Ictal. For the songbird Icteria, see Yellow-breasted chat. For Jaundice in babies, see Neonatal jaundice. Yellowing redirects here. For discoloration of ABS plastic, see Retrobright. Medical conditionJaundiceOther namesIcterus[1]Jaundice of the skin caused by pancreatic cancerPronunciation/ˈdʒɔːndɪs/ JAWN-diss SpecialtyGastroenterology, hepatology, general surgeryS...
High School DxD HeroGambar sampul volume pertama versi Blu-rayNegara asalJepangJumlah episode12RilisSaluran asliAT-XTanggal tayang10 April (2018-04-10) –3 Juli 2018 (2018-7-3)Kronologi← SebelumnyaHigh School DxD Born Daftar episode High School DxD Musim keempat dari seri anime High School DxD yang berjudul High School DxD Hero, disutradarai oleh Yoshifumi Sueda dan diproduksi oleh Passione. Musim ini mengadaptasi cerita dalam volume kesembilan dan kesepuluh dari novel ...
PP-83 Khushab-IIConstituencyfor the Provincial Assembly of PunjabRegionKhushab Tehsil (partly) including Jauharabad city of Khushab DistrictCurrent constituencyCreated fromPP-40 (Khushab-II) PP-83 Khushab-II (پی پی-83، خُوشاب-2) is a Constituency of Provincial Assembly of Punjab.[1][2] General elections 2018 Contesting Candidates Party Affiliation Votes Polled This section is empty. You can help by adding to it. (May 2023) See also PP-82 Khushab-I PP-84 Khushab-III ...
Буддизм История Философия Люди Страны Школы Понятия Тексты Хронология Критика буддизма Практика Прибежище в трех драгоценностях Буддийская этика Восьмеричный путь Патимоккха Пять обетов Праджня Буддийская медитация Дхамма Четыре благородные истины Пять скандх Анич...
American politician (born 1950) Gayle ManningMember of the Ohio House of Representativesfrom the 52nd districtIncumbentAssumed office January 7, 2019Preceded byNathan ManningMember of the Ohio Senatefrom the 13th districtIn officeJanuary 3, 2011 – December 31, 2018Preceded bySue MoranoSucceeded byNathan Manning Personal detailsBorn (1950-03-02) March 2, 1950 (age 73)Political partyRepublicanSpouseJeffrey ManningResidenceNorth Ridgeville, OhioAlma materKent Stat...
American basketball player and coach Eddie JordanJordan in January 2007Personal informationBorn (1955-01-29) January 29, 1955 (age 69)Washington, D.C., U.S.NationalityAmericanListed height6 ft 1 in (1.85 m)Listed weight170 lb (77 kg)Career informationHigh schoolArchbishop Carroll(Washington, D.C.)CollegeRutgers (1973–1977)NBA draft1977: 2nd round, 33rd overall pickSelected by the Cleveland CavaliersPlaying career1977–1984PositionShooting guardNumber30, 15, 5C...
Armed conflict between Israel and Palestinian militants 2014 Gaza WarPart of the Gaza–Israel conflict Left, right:Destroyed Palestinian house in GazaIron Dome intercepts Palestinian rockets aimed at AshdodDate8 July – 26 August 2014(1 month, 2 weeks and 4 days)LocationGaza Strip and IsraelResult Victory claimed by both sides[6] According to Israel, Hamas was severely weakened and achieved none of its demands[7] According to Hamas, Israel was repelled from Ga...
E-Class Roman nyɛla gbaŋpiɛla tingbani shɛli Taarihi Tarisi Salima Di Nanima Di Shikuru Kundivihira
Un Grafo de Turán T(n,r) es un ejemplo de un grafo extremal. Es el grafo en n vértices con el máximo número posible de aristas tal que no se forman (r + 1)- cliques. En particular, este grafo es T(13,4). La teoría de grafos extremales es una rama de las matemáticas que estudia cómo es que propiedades globales de un grafo pueden influir en su subestructura local.[1] Esta rama abarca un vasto número de resultados que describen cómo ciertas propiedades de las gráficas ...