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Kota Keelung Kota provinsi (Republik Tiongkok)kotakota besarEksklaveEnklave 基隆市 (zh-hant)基隆市 (zh-tw)基隆市 (nan-hani)Ke-lâng-chhī (nan)Ke-lâng-tshī (nan) Tempat <mapframe>: Judul Taiwan/Keelung City.map .map bukan merupakan halaman data peta yang sahcategoria:Articles mancats de coordenades Negara dengan pengakuan terbatasTaiwanProvince of the Republic of China (en)Provinsi Taiwan NegaraTaiwan Ibu kotaZhongzheng District (en) Pembagian administratifQidu District (en) ...
Jonathan Rhys MeyersMeyers at London premiere of Mission: Impossible III, 25 April 2006LahirJonathan Rhys MeyersPekerjaanaktor, modelTahun aktif1994-sekarangSuami/istriReena Hammer(2004 – kini) Jonathan Rhys Meyers (lahir 27 Juli 1977; nama asli:Jonathan Johnny O'Keeffe) adalah aktor dan model asal Irlandia. Filmografi Tahun Film Peran Catatan 1994 A Man of No Importance First young man 1996 The Killer Tongue Rudolph The Disappearance of Finbar Finbar Flynn Michael Collins Collins' as...
Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...
Through the Looking-Glass Sampul edisi pertama Through the Looking-GlassPengarangLewis CarrollIlustratorJohn TennielNegaraBritania RayaBahasaInggrisGenreFiksi anak-anakPenerbitMacmillanTanggal terbit27 Desember 1871 (tertanggal 1872)Halaman208Didahului olehAlice's Adventures in Wonderland Through the Looking-Glass, and What Alice Found There (juga dikenal sebagai Alice Through the Looking-Glass atau simpelnya Through the Looking-Glass) adalah sebuah novel yang diterbitkan pada...
Professional wrestling tag team Professional wrestling tag team Big Show and KaneKane (left) and Big Show (right), during a WWE Live Event in 2016.Tag teamMembers Big Show KaneName(s)Big Show and KaneThe AuthorityBilled heights7 ft 0 in (2.13 m) each[1][2]Combinedbilled weight773 lb (351 kg)[1][2]DebutNovember 29, 2001DisbandedJuly 19, 2016Years active2001–20022005–200620112014–2016 Big Show and Kane were an American tag team acti...
تشوفاشيا علم شعار الاسم الرسمي (بالتشوفاش: Чӑваш Республики — Чӑваш Ен) الإحداثيات 55°27′34″N 47°05′46″E / 55.459444°N 47.096111°E / 55.459444; 47.096111 [1] تاريخ التأسيس 13 فبراير 1992 تقسيم إداري البلد روسيا[2][3] التقسيم الأعلى روسيا العا...
New Zealand troops unloading at a French port in 1918. New Zealand Expeditionary ForceActive1914–1918CountryNew ZealandBranchNew Zealand ArmyRoleExpeditionary warfareSize100,471 men[1]Nickname(s)NZEFEngagementsWorld War I Sinai and Palestine Campaign Senussi Campaign Gallipoli Campaign Western Front Military unit The military history of New Zealand during World War I began in August 1914. When Britain declared war on Germany at the start of the First World War, the New Zealand Gove...
Pour les articles homonymes, voir Karaté (homonymie). Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (novembre 2015). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références ». E...
Canadian ice hockey player (born 1990) This article is about the ice hockey player. For his uncle, the lacrosse player, see John Tavares (lacrosse). Ice hockey player John Tavares Tavares with the Toronto Maple Leafs in October 2022Born (1990-09-20) September 20, 1990 (age 33)Mississauga, Ontario, CanadaHeight 6 ft 1 in (185 cm)Weight 216 lb (98 kg; 15 st 6 lb)Position CentreShoots LeftNHL teamFormer teams Toronto Maple LeafsNew York IslandersSC BernNat...
Canadian political term The Laurentian elite, also referred to as the Laurentian Consensus, is a Canadian political term used to refer to individuals in the upper class of society who live along the St. Lawrence River and watershed in major Central Canadian cities such as Montreal, Ottawa and Toronto, an area which represents a significant portion of Canada’s population.[1] The term has been used to describe the belief that a general governing political consensus existed in Canada d...
Alluvione del Piemonte del 1948disastro naturaleIl livello dell'acqua ad Asti raggiunse 1.75 metri TipoAlluvione e frane Data inizio4 settembre 1948 Data fine14 settembre 1948 LuogoPiemonte Orientale Stato Italia RegionePiemonte ComuneAsti, Canelli, Albese, Chivasso CausaPioggia torrenzialeDissesto idrogeologico ConseguenzeMorti49 (circa) Sfollati400 Modifica dati su Wikidata · Manuale Un sabato, il 4 settembre 1948, la provincia di Asti e l'Albese, nella fattispecie una vasta zona...
Halo, Mehmed Saykono. Selamat datang di Wikipedia bahasa Indonesia! Memulai Bacalah halaman Pengantar Wikipedia terlebih dahulu. Baca juga informasi tentang berkontribusi di Wikipedia. Tuliskan juga sedikit profil Anda di Pengguna:Mehmed Saykono, halaman pribadi Anda, agar kami dapat lebih mengenal Anda. Lihat pula aturan yang disederhanakan sebelum melanjutkan. Tips Selalu tanda tangani pertanyaan Anda di Warung Kopi atau halaman pembicaraan dengan mengetikkan ~~~~ pada akhir kalimat Anda. ...
Cheating in cycling This article needs to be updated. Please help update this article to reflect recent events or newly available information. (October 2022) Part of a series onDoping in sport Substances and types Anabolic steroids Blood doping Gene doping Stem cell doping Mechanical doping Technology doping Cannabinoids Diuretics Painkillers Sedatives Stem cell doping Stimulants Beta2-adrenergic agonist Clenbuterol Ephedrine EPO Human growth hormone Methylhexanamine SARMs Stanozolol Tetrahyd...
لمعانٍ أخرى، طالع ديفيد ستون (توضيح). ديفيد ستون (بالإنجليزية: David Stone) معلومات شخصية الميلاد 17 فبراير 1770 [1] مقاطعة بيرتي الوفاة 7 أكتوبر 1818 (48 سنة) [1] رالي مواطنة الولايات المتحدة مناصب عضو مجلس الشيوخ الأمريكي[2] في المنصب4 مارس 18...
Pour les articles homonymes, voir Pajou. Augustin PajouAdélaïde Labille-Guiard, Portrait de Pajou, sculpteur (1783),Paris, musée du Louvre.Naissance 19 septembre 1730ParisDécès 8 mai 1809 (à 78 ans)Ancien 10e arrondissement de ParisNationalité françaiseActivité SculpteurFormation École nationale supérieure des beaux-artsMaître Jean-Baptiste II LemoyneLieu de travail ParisEnfants Catherine-Flore Pajou (d)Jacques-Augustin-Catherine PajouDistinction Prix de Rome (1748)modifier ...
United Nations resolution adopted in 2006 UN Security CouncilResolution 1663SudanDate24 March 2006Meeting no.5,269CodeS/RES/1663 (Document)SubjectThe situation concerning SudanVoting summary15 voted forNone voted againstNone abstainedResultAdoptedSecurity Council compositionPermanent members China France Russia United Kingdom United StatesNon-permanent members Argentina Rep. of the Congo Denmark Ghana Greece Japan Peru Qata...
Tramway d'Helsinki(fi)Helsingin raitioliikenne Rame Variotram Situation Helsinki Finlande Type Tramway Entrée en service 1891 Longueur du réseau 48,3 km Longueur additionnée des lignes 110 km Lignes 10 Stations 129 Fréquentation 155 342 passagers par jour[1] Écartement des rails 1 000 mm Exploitant Helsingin kaupungin liikennelaitos Réseaux connexes Métro d'Helsinki Carte du réseau du tramway à partir du 17 mai 2021. modifier Cet article est une �...
Hong Kong ai Giochi della XV OlimpiadeHelsinki 1952 Codice CIOHKG Comitato nazionaleSports Federation and Olympic Committee of Hong Kong Atleti partecipanti4 in 1 disciplina Di cui uomini/donne2 - 2 Medagliere Posizione - 0 0 0 0 Cronologia olimpica (sommario)Giochi olimpici estivi 1952 · 1956 · 1960 · 1964 · 1968 · 1972 · 1976 · 1980 · 1984 · 1988 · 1992 · 1996 · 2000 · 2004 · 2008 · ...
Used to count, measure, and label For other uses, see Number (disambiguation). Set inclusions between the natural numbers (ℕ), the integers (ℤ), the rational numbers (ℚ), the real numbers (ℝ), and the complex numbers (ℂ) A number is a mathematical object used to count, measure, and label. The most basic examples are the natural numbers 1, 2, 3, 4, and so forth.[1] Numbers can be represented in language with number words. More universally, individual numbers can be represente...
Martin Luther Part of a series on theHistory ofChristian theology Background Christian theology Diversity in early Christian theology Adoptionism Arianism Docetism Gnosticism Marcionism Montanism Early Christianity Proto-orthodox Christianity Timeline History of Christianity Template:History of Christianity Ecclesiastical polity Trinitarianism Nontrinitarianism Christology Paterology Pneumatology Mariology Biblical canon Deuterocanon Hermeneutics Theological hermeneutics African American Asi...