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Resolusi 497Dewan Keamanan PBBTitik pengecekan UNIFIL pada 1981Tanggal18 Desember 1981Sidang no.2.320KodeS/RES/498 (Dokumen)TopikIsrael–LebanonRingkasan hasil13 mendukungTidak ada menentang2 abstainHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Britania Raya Amerika Serikat Uni SovietAnggota tidak tetap Spanyol Jerman Timur Irlandia Jepang Meksiko Niger Panama Filipina Tunisia Uganda Re...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article may lend undue weight to Bulgaria's deportation of the Jews from the occupied Yugoslav and Greek territories.. Please help improve it by rewriting it in a balanced fashion that contextualizes different points of view. (May 2023) (Learn how and when to remove this template message) This article may be unbalanced towards certain v...

51 Eridani b Étoile Nom 51 Eridani Constellation Éridan Ascension droite 04h 37m 36,13234s Déclinaison −02° 28′ 24,7749″ Distance 100 a.l. Localisation dans la constellation : Éridan Caractéristiques orbitales Caractéristiques physiques Découverte Date août 2015 Statut modifier  51 Eridani b est une exoplanète qui orbite autour de l'étoile 51 Eridani, dans la constellation de l'Éridan[1]. Découverte La découverte de 51 Erida...

English writer and caricaturist (1872-1956) SirMax BeerbohmFrom The Critic 1901BornHenry Maximilian Beerbohm(1872-08-24)24 August 1872London, EnglandDied20 May 1956(1956-05-20) (aged 83)Rapallo, ItalyResting placeSt. Paul's CathedralOccupationEssayist, parodist, caricaturist Sir Henry Maximilian Beerbohm (24 August 1872 – 20 May 1956) was an English essayist, parodist and caricaturist under the signature Max. He first became known in the 1890s as a dandy and a humorist. He was the dram...

British TV series or programme RoversCreated byJoe WilkinsonWritten by Joe Wilkinson David Earl Directed byCraig CashStarring Craig Cash Diane Morgan Sue Johnston Steve Speirs Country of originUnited KingdomOriginal languageEnglishNo. of series1No. of episodes6ProductionProduction locationManchesterProduction companyJellylegs Productions[1]Original releaseNetworkSky OneRelease24 May (2016-05-24) –28 June 2016 (2016-06-28) Rovers is a British comedy television series ...

Flemish writer and poet Maurice GilliamsBorn(1900-07-20)20 July 1900AntwerpDied18 October 1982(1982-10-18) (aged 82)AntwerpOccupationwriter, librarianNationalityBelgianNotable worksElias, or the struggle with the nightingalesWebsitewww.mauricegilliams.nl Maurice, Baron Gilliams (Antwerp, 20 July 1900-Antwerp, 18 October 1982) was a Flemish writer and poet. Life and work Gilliams was the son of printer Frans Gilliams, and he learned to be a typographer. On 27 August 1935, he married Gabri...

Fédération nationale des syndicats du spectacle de l'audiovisuel et de l'action culturelle CGTHistoireFondation 1902CadreType Syndicat professionnelPays  FranceOrganisationAffiliation Confédération générale du travailSite web www.fnsac-cgt.commodifier - modifier le code - modifier Wikidata La Fédération nationale des syndicats du spectacle, du cinéma, de l'audiovisuel et de l'action culturelle (FNSAC-CGT) est une fédération professionnelle de la Confédération générale du t...

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: Ron Hayward – news · newspapers · books · scholar · JSTOR (May 2019) Ronald George HaywardBorn27 June 1917Died22 March 1996 Ronald George Hayward, CBE (27 June 1917 – 22 March 1996), was a leading activist in the British Labour Party. Early life...

Barbara dari CilliPermaisuri Romawi SuciPeriode1433–1437Ratu RomawiPeriode1411–1437Permaisuri HungariaPeriode1405–1437Permaisuri BohemiaPeriode1419–1437Informasi pribadiKelahiran1392Kematian11 Juli 1451WangsaWangsa CilliAyahHerman II dari CeljeIbuAnna dari SchaunbergPasanganSigismund, Kaisar Romawi SuciAnakElisabeth Barbara dari Cilli (1392 – 11 Oktober 1451) merupakan istri Kaisar Romawi Suci Sigismund dan Permaisuri Romawi Suci. Melalui pernikahannya, ia juga menjadi Ratu Hungaria...

Theorized behavior in economics Part of a series onDiscrimination Forms Institutional Structural Statistical Taste-based Attributes Age Caste Class Dialect Disability Genetic Hair texture Height Language Looks Mental disorder Race / Ethnicity Skin color Scientific racism Rank Sex Sexual orientation Species Size Viewpoint Social Arophobia Acephobia Adultism Anti-albinism Anti-autism Anti-homelessness Anti-drug addicts Anti-intellectualism Anti-intersex Anti-left handedness Anti-Masonr...

Bridle Trails State ParkThe entrance to the park at 116th Avenue NELocation in the state of WashingtonShow map of Washington (state)Bridle Trails State Park (the United States)Show map of the United StatesLocationKing County, Washington, United StatesCoordinates47°39′14″N 122°10′28″W / 47.65389°N 122.17444°W / 47.65389; -122.17444[1]Area489 acres (198 ha)Elevation509 ft (155 m)[1]Established1932[2]OperatorWashington S...

Xenodermidae Achalinus formosanus (en) TaksonomiSuperkerajaanHolozoaKerajaanAnimaliaFilumChordataKelasReptiliaOrdoSquamataUpaordoSerpentesInfraordoAlethinophidiaFamiliXenodermidae Gray, 1849 Xenodermidae adalah nama familia ular yang terdiri dari 20 spesies. Ular-ular ini terdapat di Asia Timur, Asia Selatan, dan Asia Tenggara.[1][2] Sebelumnya, terjadi kesalahan penamaan pada familia ini, menjadi Xenodermatidae, tetapi kesalahan ini sudah diperbaiki dan nama familia yang bena...

Pour les articles homonymes, voir Bray. Bray-sur-Somme L'église Saint-Nicolas, vue depuis l'office du tourisme. Blason Administration Pays France Région Hauts-de-France Département Somme Arrondissement Péronne Intercommunalité CC du Pays du Coquelicot Maire Mandat Monique Vaquette 2020-2026 Code postal 80340 Code commune 80136 Démographie Gentilé Brayons Populationmunicipale 1 219 hab. (2021 ) Densité 73 hab./km2 Géographie Coordonnées 49° 56′ 28″ ...

この項目では、ヨーロッパの美術様式について説明しています。その他の用法については「ゴシック (曖昧さ回避)」をご覧ください。 フランドル派の画家が描いたゴシック聖堂の内部 ゴシック (英: Gothic) は、もともと12世紀の北西ヨーロッパに出現し、15世紀まで続いた建築様式を示す言葉である。 「ゴシック」は第一に建築様式を示す言葉として使われるが、こ�...

Historic university in Paris, France (1150–1970) University of ParisFrench: Université de ParisCoat of arms Latin: Universitas magistrorum et scholarium Parisiensis[1]MottoHic et ubique terrarum (Latin)Motto in EnglishHere and anywhere on EarthTypeCorporative, then public universityEstablishedOrigin: High Middle Ages at the Parisian cathedral school Founded: 1045–1150Suppressed: 1793Faculties reestablished: 1806University reestablished: 1896Divided: 1970LocationParis, France...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2019) جيفري إم. براشاو   معلومات شخصية الميلاد سنة 1956 (العمر 67–68 سنة)  سولت ليك  مواطنة الولايات المتحدة  الحياة العملية المدرسة الأم جامعة بريغام يون�...

Cet article est une ébauche concernant une éclipse. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Éclipse totale de Lunedu 10 décembre 2011 Gamma -0,3882 Magnitude Localisation Océan Pacifique, Asie du Sud-Est Saros (membre de la série) 135 (23 sur 71) Durée (h:min:s) Totalité 51 min 8 s Phases partielles 3 h 32 min 15 s Phases pénombrales 5 h 56 min 21 s Contacts (UTC) P1 11:33:36 U1 12:45:43 U2 14:0...

Chapel in the Apostolic Palace, Vatican City Sistine ChapelSacellum Sixtinum (Latin)Cappella Sistina (Italian)East side of the Chapel, from the altar endReligionAffiliationRoman CatholicDistrictDiocese of RomeEcclesiastical or organizational statusPapal oratoryLeadershipFrancisYear consecrated15 August 1483LocationLocationVatican CityLocation on a map of Vatican CityGeographic coordinates41°54′11″N 12°27′16″E / 41.90306°N 12.45444°E / 41.90306; 12...

Subset of a function's domain on which its value is equal For the computational technique, see Level-set method. Level surface redirects here. For the application to force fields, see Equipotential surface. Points at constant slices of x2 = f (x1).Lines at constant slices of x3 = f (x1, x2).Planes at constant slices of x4 = f (x1, x2, x3).(n − 1)-dimensional level sets for functions of the form f (x1, x2, …, xn) = a1x1 + a2x2 + ⋯ + anxn where a1, a2, …, an are constants, in (n + 1)-di...

Questa voce sull'argomento contee del Texas è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Contea di ZapataconteaLocalizzazioneStato Stati Uniti Stato federato Texas AmministrazioneCapoluogoZapata Data di istituzione1858 TerritorioCoordinatedel capoluogo27°00′00″N 99°10′48″W27°00′00″N, 99°10′48″W (Contea di Zapata) Superficie2 740 km² Abitanti12 182 (2000) Densità4,45 ab./km² Altre informazioniFuso ora...