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1991 single by INXSThe StairsSingle by INXSfrom the album Live Baby Live Released1 November 1991[1]Recorded1989-90 (album version)1991 (live)GenreAlternative rockLength4:56LabelAtlanticSongwriter(s)Michael Hutchence, Andrew FarrissProducer(s)Chris ThomasINXS singles chronology Bitter Tears (1991) The Stairs (1991) Shining Star (1991) The Stairs is a song by Australian rock band INXS that was released on its 1990 studio album X. A live performance of The Stairs from the band's July 13...
Estanislau Aleixo da Silva Perdana Menteri Timor Leste ke-3Masa jabatan19 Mei 2007 – 8 Agustus 2007PresidenJosé Ramos-Horta PendahuluJosé Ramos-HortaPenggantiXanana Gusmão Informasi pribadiLahir4 Agustus 1952 (umur 71) Dili, Timor PortugisKebangsaan Timor LestePartai politik FretilinSunting kotak info • L • B Estanislau da Conceição Aleixo Maria da Silva (lahir 4 Agustus 1952) adalah seorang politikus Timor Leste dan anggota kunci Fretilin. Dia bert...
Detil mosaik, Basilika Sant' Apollinare in Classe, Ravenna (549). Crux gemmata (Latin untuk: salib perhiasan) adalah sebuah bentuk salib khas dari seni rupa Gereja Perdana dan Abad Pertengahan Awal, di mana salib, atau setidaknya sisi depannya, biasanya dipasangi dengan perhiasan. Pada salib yang sebenarnya, alih-alih gambar yang dilukis, sisi belakangnya sering kali memiliki gambar engravir dari Penyaliban Yesus atau subyek lainnya. Referensi Friesen, Ilse E., The Female Crucifix: Images of ...
الثقافة الأعلام والتراجم الجغرافيا التاريخ الرياضيات العلوم المجتمع التقانات الفلسفة الأديان فهرس البوابات عدل بوابة النرويج النرويج والمعروفة رسمياً باسم مملكة النرويج، هي دول�...
У этого термина существуют и другие значения, см. Куна. Куна[a] хорв. hrvatska kuna англ. kuna[b] фр. kuna croate[b] Коды и символы Коды ISO 4217 HRK (191) Символы Kn Территория обращения Страна-эмитент Хорватия Неофициально Хорватская республика Герцег-Босна Производные и �...
Russian journalist (born 1961) In this name that follows Eastern Slavic naming customs, the patronymic is Andreyevich and the family name is Muratov. Dmitry MuratovДмитрий МуратовMuratov in 2018BornDmitry Andreyevich Muratov (1961-10-29) 29 October 1961 (age 62)Kuybyshev, Russian SFSR, Soviet Union (now Samara, Russia)CitizenshipRussiaEducationKuybyshev State University (BA)Occupations Journalist TV presenter contributing editor Years active1987–presentEmployerNo...
Certains des éléments du trésor d'Airan : fibules polychromes en or reliées par une chaine et plaques-appliques de vêtement. Le Trésor d’Airan est le nom donné à des objets antiques et précieux découverts fortuitement en 1874 à Moult-Argences près d'Airan en Normandie. Il est actuellement conservé au Musée de Normandie à Caen (Collection de la Société des antiquaires de Normandie). Description Le terme de « trésor » est impropre car il s'agit précisément...
Genus of plants For other uses, see Rose (disambiguation), Rosé (disambiguation), Roses (disambiguation), and Rosa (disambiguation). RoseTemporal range: Eocene–Recent PreꞒ Ꞓ O S D C P T J K Pg N Rosa rubiginosa, a wild rose native to Europe and West Asia Rosa 'Precious Platinum', a hybrid tea garden cultivar Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Rosids Order: Rosales Family: Rosaceae Subfamily: Rosoideae Tribe: Roseae ...
King of Kings of Iran and non-Iran Hormizd III𐭠𐭥𐭧𐭥𐭬𐭦𐭣King of Kings of Iran and non-Iran[a]Plate of a Sasanian king hunting lions, most likely Hormizd IIIShahanshah of the Sasanian EmpireReign457 – 459CoronationRayPredecessorYazdegerd IISuccessorPeroz IRegentDenagDied459IssueBalendukhtHouseHouse of SasanFatherYazdegerd IIMotherDenagReligionZoroastrianism Hormizd III (Middle Persian: 𐭠𐭥𐭧𐭥𐭬𐭦𐭣; New Persian: هرمز سوم), was the seventeenth...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (مارس 2016) القوائم التالية هي قوائم الفرق التي شاركت في بطولة أمم أوروبا 1996 في إنجلترا التي أقيمت في الفترة ما بين 8 يو�...
Pour les articles homonymes, voir Geffroy et Zaz. Ne doit pas être confondu avec Zazie. ZazZaz en 2014.BiographieNaissance 1er mai 1980 (44 ans)Chambray-lès-Tours, FranceNom de naissance Isabelle GeffroyPseudonyme ZazNationalité françaiseFormation Conservatoire à rayonnement régional de ToulouseActivités Auteure-compositrice-interprète, artiste d'enregistrementPériode d'activité depuis 2001Autres informationsMembre de Les EnfoirésTaille 1,62 mInstrument Guitare acoustiqueLabe...
Voce principale: Associazione Calcio Milan. Nereo Rocco (a sinistra) e Carlo Ancelotti (a destra) sono i due allenatori con più presenze e vittorie in assoluto nella storia del club. Qui di seguito sono riportati gli allenatori dell'Associazione Calcio Milan, società calcistica italiana per azioni con sede a Milano. Indice 1 Storia 2 Elenco cronologico degli allenatori 3 Statistiche 4 Titoli vinti 5 Record 5.1 Presenze in partite ufficiali 5.2 Vittorie in partite ufficiali 6 Riconoscimenti...
العلاقات الأمريكية البوتانية الولايات المتحدة بوتان الولايات المتحدة بوتان تعديل مصدري - تعديل العلاقات الأمريكية البوتانية هي العلاقات الثنائية التي تجمع بين الولايات المتحدة وبوتان.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة وم�...
Football tournament season 2015–16 FA Youth CupFinal positionsChampionsChelseaRunner-upManchester City← 2014–152016–17 → The 2015–16 FA Youth Cup was the 64th edition of the FA Youth Cup. Chelsea won the competition for the third year in a row.[1] Calendar [2] Round Matches played from Preliminary round 3 September 2015 First round qualifying 21 September 2015 Second round qualifying 5 October 2015 Third round qualifying 19 October 2015 First rou...
Eurasian multilateral security organization Shanghai Cooperation OrganisationChinese: 上海合作组织Russian: Шанхайская Организация Сотрудничества Members Observers Dialogue partnersAbbreviationSCOPredecessorShanghai FiveFormation15 June 2001; 22 years ago (2001-06-15)TypeMutual security, political, and economic cooperationLegal statusRegional cooperation forum[1]HeadquartersBeijing, China ...
Ethnic group Not to be confused with burgher (social class). 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: Burgher people – news · newspapers · books · scholar · JSTOR (March 2022) (Learn how and when to remove this message) Ethnic group BurghersTotal population55,375 (2012 census)[1]Regions with s...
Universitas HarvardLambang Universitas Harvardbahasa Latin: Universitas HarvardianaMotoVeritas[1]Moto dalam bahasa InggrisTruthJenisSwasta – PenelitianDidirikan1636 (1636)[2]Dana abadi$36.4 milyar[3]PresidenDrew Gilpin FaustStaf akademik4,671[4]Jumlah mahasiswa21,000[5]Sarjana6,700[5]Magister14,500[5]LokasiCambridge, Massachusetts, A.S.KampusPerkotaan210 ekar (85 ha) (Kampus utama)21 ekar (8,5 ha) (Kampus medis)...
Voce principale: Associazione Calcio Fanfulla 1874. AC Fanfulla 1874Stagione 1982-1983La squadra in divisa bianca Sport calcio Squadra Fanfulla Allenatore Giorgio Veneri Presidente Pier Rinaldo Cerri Serie C22º nel girone B (promosso in Serie C1) Coppa Italia Serie CFase eliminatoria a gironi Maggiori presenzeCampionato: Aloise, Colombi, Sannino (34) Miglior marcatoreCampionato: Masuero (14) StadioDossenina 1981-1982 1983-1984 Si invita a seguire il modello di voce Questa voce raccogli...
Eyalet di PodoliaEyalet di Podolia - LocalizzazioneL'eyalet di Podolia nel 1683 Dati amministrativiNome completoEyalet-i Podolya Lingue ufficialiturco ottomano Lingue parlateturco ottomano, ucraino CapitaleKamjanec'-Podil's'kyj Dipendente daImpero ottomano PoliticaForma di StatoEyalet Forma di governoEyalet elettivo dell'Impero ottomano Capo di StatoSultani ottomani Nascita1672 CausaVittoria turca all'Assedio di Kamjanec' Fine1699 CausaTrattato di Karlowitz Territorio e popolazioneBacino geog...
Costruzione di un dodecagono stellato: un poligono regolare con simbolo di Schläfli {12/5}. In geometria, la stellazione è il processo di estensione di un poligono in due dimensioni, un poliedro in tre dimensioni o, in generale, un politopo in n dimensioni per formare una nuova figura. Partendo da una figura originale, il processo estende elementi specifici come i suoi bordi o le sue facce, di solito in modo simmetrico, fino a quando questi non si incontrano di nuovo per formare il contorno...