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Cervignano del FriuliKomuneCittà di Cervignano del FriuliNegara ItaliaWilayahFriuli-Venezia GiuliaProvinsiUdine (UD)FrazioniScodovacca, Strassoldo, MuscoliPemerintahan • Wali kotaGianluigi SavinoLuas • Total28 km2 (11 sq mi)Ketinggian2 m (7 ft)Populasi (2011) • Total13.673 • Kepadatan490/km2 (1,300/sq mi)DemonimCervignanesiZona waktuUTC+1 (CET) • Musim panas (DST)UTC+2 (CEST)Kode pos33052Kode ...

1922 silent film by W. S. Van Dyke Forget Me NotLobby cardDirected byW. S. Van DykeWritten byHenry Roberts Symonds (story)John B. Clymer (adaptation)Produced byLouis BurstonStarringBessie LoveGareth HughesCinematographyArthur L. ToddDistributed byMetro PicturesRelease date July 23, 1922 (1922-07-23) (U.S.) Running time6 reels;[1] 6,800 feet[2]CountryUnited StatesLanguageSilent (English intertitles) Forget Me Not, also known as Forget-Me-Not,[3][4...

Переписна місцевість Нью-Триполіангл. New Tripoli Координати 40°40′51″ пн. ш. 75°45′07″ зх. д. / 40.68083333336077345° пн. ш. 75.751944444471789097° зх. д. / 40.68083333336077345; -75.751944444471789097Координати: 40°40′51″ пн. ш. 75°45′07″ зх. д. / 40.68083333336077345° пн. ш. 75.75194444...

Weinberge in Radebeul-Oberlößnitz Die Weinberge und Weingüter im Weinbaugebiet Sachsen sind hier in Listen erfasst, jeweils für die derzeit genutzten und die ehemaligen Weingüter. Das sächsische Weinbaugebiet gliedert sich in den Bereich Meißen mit den Großlagen Meißner Spaargebirge, Seußlitzer Schlossweinberg, Radebeuler Lößnitz und Dresdener Elbhänge an der Sächsischen Weinstraße und den Bereich Elstertal sowie den bereichsfreien Ostritzer Klosterberg am Kloster St. Marientha...

Bandeira oficial do Sultanato de Zanzibar Esta é uma lista dos sultões de Zanzibar, que ocuparam o cargo seguindo as regras do Sultanato de Zanzibar, criado oficialmente em 19 de outubro de 1856, após a morte de Saíde ibne Sultão, o qual governou tanto a Zanzibar quanto a Omã como sultão de ambos os territórios.[1] Em 1698, Zanzibar deu entrada nas participações no exterior de Omã, estando assim sob o controle do Sultão de Omã.[2] Em 1832 (algumas fontes tendem a afirmam que foi ...

Reward dependence is characterized as a tendency to respond markedly to signals of reward, particularly to verbal signals of social approval, social support, and sentiment.[1] When reward dependence levels deviate from normal we see the rise of several personality and addictive disorders. RD and gambling disorder In psychology, reward dependence is considered a moderately heritable personality trait which is stable throughout our lives. It is an inherited neurophysiological mechanism ...

Alessandro Petacchi (na imagem, celebrando sua vitória na edição de 2005 da clássica Milão-Sanremo), o ciclista que mais vitórias tem conseguido nos anos 2000 Um sprinter (em inglês ou no âmbito ciclista, sprinter) é um ciclista de estrada ou pista caracterizado por possuir grande potência e alta velocidade de ponta em esforços curtos, o que lhe permite obter melhores resultados nas chegadas em pelotão ou chegadas em massa, denominadas sprintes ou sprints. Os sprinteres estão esp...

National Cancer InstituteLogo National Cancer InstituteInformasi lembagaDibentuk1937 (1937)Wilayah hukumAmerika SerikatKantor pusat9609 Medical Center Drive Rockville, Maryland 20850Pejabat eksekutifDouglas Lowy, M.D.[1], Plt. DirekturLembaga indukDepartemen Kesehatan dan Layanan Masyarakat Amerika SerikatNational Institutes of HealthSitus webwww.cancer.gov Institut Kanker Nasional (National Cancer Institute, NCI) merupakan bagian dari National Institutes of Health (NIH), yang me...

قشتالةمعلومات عامةنسبة التسمية مملكة قشتالة المنطقة إسبانيا وصفها المصدر موسوعة ناتال تعديل - تعديل مصدري - تعديل ويكي بيانات 42°21′00″N 3°49′00″W / 42.35°N 3.81666667°W / 42.35; -3.81666667 علم قشتالة قشتالة (بالإسبانية: Castilla) مملكة سابقة تاريخية اندمجت تدريجياً مع جيرانها لتصبح �...

  跨太平洋夥伴全面進步協定締約國   英國   英國王室屬地及海外領土 英国加入全面与进步跨太平洋伙伴关系协定（CPTPP）的议程始自2021年6月2日，作为CPTPP扩大规模的过程，CPTPP委员会认定英国是先进经济体并决定进一步受理申请[1]。英国在2021年2月21日正式提交加入全面与进步跨太平洋伙伴关系协定的申请。成员国在2023年3月31日就英国的加入协�...

The LiarOpening scene of The LiarWritten byCarlo GoldoniCharactersLelio, the LiarArlecchino, his servantPantalone, his fatherDoctor BalanzoneRosaura and Beatrice, his daughtersColumbina, their maidservantFlorindo, assistant to Balanzone, in love with RosauraBrighella, his friend, in love with ColombinaOttavio, in love with BeatriceDate premiered1750-51Place premieredTeatro Sant' Angelo in VeniceOriginal languageVenetian The Liar (Italian: Il bugiardo) is a comedy by Carlo Goldoni. It was writ...

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: Malaysia–Thailand joint development area – news · newspapers · books · scholar · JSTOR (July 2021) The Malaysia–Thailand Joint Development Area is a 7,250 km square area in the Gulf of Thailand which was created as an interim measure to explo...

Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Minggu Sengsara – berita · surat kabar · buku · cendekiawan · JSTORUntuk upacara kebaktian di gereja dalam minggu yang sama, lihat Pekan Suci. Peristiwa-peristiwa dalamKehidupan Yesusmenurut Injil Masa kanak-...

Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Hadis – berita · surat kabar · buku · cendekiawan · JSTOR Bagian dari seriIslam Rukun Iman Keesaan Allah Nabi dan Rasul Allah Kitab-kitab Allah Malaikat Hari Kiamat Qada dan Qadar Rukun Islam Syahadat Salat Z...

Hospital in South Yorkshire, England Hospital in South Yorkshire, EnglandJessop Hospital for WomenCentral Sheffield University Hospitals NHS TrustThe original Victorian wing of the Jessop HospitalShown in South YorkshireGeographyLocationSheffield, South Yorkshire, EnglandOrganisationCare systemNHSTypeMaternityAffiliated universitySheffield Medical School (University of Sheffield)ServicesEmergency departmentNoBeds57 initially, 217 at closureHistoryOpened22 July 1878Closed2001LinksListsHospital...

此條目或章節是關於尚未上映的電影。未有可靠来源的臆測內容可能會被移除，當前記載或許與最後的電影成品內容有所出入。 水饺皇后基本资料导演刘伟强监制罗晓文编剧韩家女张梦楚邓洁明主演马丽惠英红朱亚文制片商上海华人影业有限公司阿里巴巴影业（北京）有限公司北京正夫影业有限公司[1]产地 香港 中国大陆语言普通话粵語 《水饺皇后》，前名《阳光码�...

آخر الأراضي[1][2] غلاف رواية آخر الأراضي لأنطوان الدويهي معلومات الكتاب المؤلف أنطوان الدويهي اللغة العربية الناشر الدار العربية للعلوم ناشرون في بيروت تاريخ النشر 2017 النوع الأدبي رواية التقديم نوع الطباعة ورقي غلاف عادي عدد الصفحات 191 القياس 22 المواقع ردمك 978-6140-12-2...

Public school in Leicestershire, England Not to be confused with Radcliffe College. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Ratcliffe College – news · newspapers · books · scholar · JSTOR (February 2008) (Learn how and when to remove this template message) Ratcliffe CollegeLocationLeicester, Leiceste...

2011–12 Trans-Tasman Trophy    Australia New ZealandDates 18 November – 13 December 2011Captains Michael Clarke Ross TaylorTest seriesResult 2-match series drawn 1–1Most runs Michael Clarke (161) Dean Brownlie (198)Most wickets James Pattinson (14) Doug Bracewell (10)Player of the series James Pattinson (Aus) The New Zealand cricket team toured Australia from 18 November – 13 December 2011.[1] The tour consisted of two Tests played for the Trans-Tasman Trophy. T...

Generalization of natural transformationsIn category theory, a branch of mathematics, a dinatural transformation α {\displaystyle \alpha } between two functors S , T : C o p × C → D , {\displaystyle S,T:C^{\mathrm {op} }\times C\to D,} written α : S → ¨ T , {\displaystyle \alpha :S{\ddot {\to }}T,} is a function that to every object c {\displaystyle c} of C {\displaystyle C} associates an arrow α c : S ( c , c ) → T ( c , c ) {\displayst...