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Dynasties du Sud et du Nord(zh) 南北朝 420–589 Informations générales Statut Monarchie Capitale Multiples Histoire et événements 420 Liu Yu provoque la Chute de la Dynastie des Jin orientaux en déposant Jin Gongdi et fonde la dynastie Song du Sud 589 chute de la dynastie Chen, la dernière dynastie du Sud, et réunification de la chine par la dynastie Sui Empereurs 418 - 420 Abdication Gongdi 581 - 604 Yang Jian Entités précédentes : Seize RoyaumesDynastie des Jin orie...
العلاقات التشيلية الكورية الجنوبية تشيلي كوريا الجنوبية تشيلي كوريا الجنوبية تعديل مصدري - تعديل العلاقات التشيلية الكورية الجنوبية هي العلاقات الثنائية التي تجمع بين تشيلي وكوريا الجنوبية.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عا...
Aldo Aniasi Sindaco di MilanoDurata mandato13 novembre 1967 –12 maggio 1976 PredecessorePietro Bucalossi SuccessoreCarlo Tognoli Ministro per gli affari regionaliDurata mandato28 giugno 1981 –1º dicembre 1982 Capo del governoGiovanni Spadolini PredecessoreRoberto Mazzotta SuccessoreFabio Fabbri Ministro della sanitàDurata mandato4 aprile 1980 –28 giugno 1981 Capo del governoFrancesco CossigaArnaldo Forlani PredecessoreRenato Altissimo Successo...
Model of computer data storage This article is about enterprise-level cloud data storage. For consumer-level file hosting services, see file hosting service. Cloud Drive redirects here. For the product formerly known as Amazon Cloud Drive, see Amazon Drive. Cloud storage is a model of computer data storage in which data, said to be on the cloud, is stored remotely in logical pools and is accessible to users over a network, typically the Internet. The physical storage spans multiple servers (s...
American astronomer For the American Reform rabbi, see Herbert A. Friedman. For the American ornithologist, see Herbert Friedmann. Herbert Friedman (June 21, 1916 – September 9, 2000) was an American physicist and astronomer who did research in X-ray astronomy.[1] During his career Friedman published hundreds of scientific papers. One such example is Ultraviolet and X Rays from the Sun.[2] He was elected to the American Academy of Arts and Sciences and the United States Nati...
Questa voce o sezione sull'argomento stadi d'Italia non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Questa voce sugli argomenti stadi di calcio d'Italia e città metropolitana di Napoli è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Stadio Pasquale IannielloVista dell'impianto durante un incontro di calcio Inform...
Armed conflict primarily between Israel and Hezbollah For other wars in Lebanon, see Lebanon War. 2006 Lebanon WarPart of the Israeli–Lebanese conflict, the Iran–Israel proxy conflict and the war on terror Left: Dust rises after the impact of two bombs dropped during an IAF airstrike on Tyre, Lebanon.Right: Smoke after a rocket launched by Hezbollah hit near the Bnai Zion Medical Center in Haifa, IsraelDate12 July – 14 August 2006[a](1 month and 2 days)LocationLebanon,...
Questa voce o sezione sull'argomento tennisti sudafricani non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Sandra Reynolds Price Nazionalità Sudafrica Tennis Carriera Singolare1 Vittorie/sconfitte Titoli vinti Miglior ranking Risultati nei tornei del Grande Slam Australian Open - Roland Garros - Wimbledon F (1960) US Open - ...
2008 single by Janelle MonáeMany MoonsSingle by Janelle Monáefrom the album Metropolis: Suite I (The Chase) ReleasedAugust 2008Recorded2005GenreFunk, contemporary R&B, art rockLength5:34LabelWondaland Arts Society/Bad Boy RecordsSongwriter(s)Nathaniel Irvin III, Charles Joseph II, Janelle Monáe RobinsonProducer(s)Nate Wonder, Chuck Lightning, Janelle MonáeJanelle Monáe singles chronology Sincerely, Jane. (2008) Many Moons (2008) Tightrope (2010) Many Moons is a 2008 song by American...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Februari 2023. Jacques SéveracLahir1902Meninggal1982PekerjaanSutradaraPenulis naskahTahun aktif1928-1962 Jacques Séverac (1902–1982) adalah seorang sutradara dan penulis naskah asal Prancis. Ia menyutradarai 21 film antara 1928 dan 1962. Film buatannya Chil...
Cet article est une ébauche concernant une localité anglaise. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. StallingboroughGéographiePays Royaume-UniNation constitutive AngleterreRégion Midlands de l'EstRégion Yorkshire-et-HumberComté cérémonial LincolnshireZone North East LincolnshireCoordonnées 53° 35′ 20″ N, 0° 11′ 01″ OFonctionnementStatut Paroisse civ...
British peer and politician The Right HonourableThe Earl of StamfordPCPortrait by Jonathan RichardsonPresident of the Board of TradeIn office9 June 1699 – 19 June 1702MonarchsWilliam IIIAnnePreceded byThe Earl of BridgewaterSucceeded byThe Viscount WeymouthIn office1705 – 12 June 1711MonarchAnnePreceded byThe Viscount WeymouthSucceeded byThe Earl of Winchilsea Personal detailsBorn1654Died31 January 1720 (aged 65–66) Thomas Grey, 2nd Earl of Stamford, PC (c....
MenduaGenre Drama Roman BerdasarkanDoctor FosterDitulis oleh Dono Indarto Sinar Ayu Massie SutradaraPritagita ArianegaraPemeran Adinia Wirasti Chicco Jerikho Tatjana Saphira Bima Azriel Widyawati Penggubah lagu tema Adrian Rahmat Purwanto Keke Kananta Mahalini Marco Steffiano Lagu penutupKisah Sempurna — MahaliniPenata musik Aghi Narottama Bemby Gusti Tony Merle Negara asalIndonesiaBahasa asliBahasa IndonesiaJmlh. musim1Jmlh. episode8ProduksiProduser eksekutifAnthony BuncioProduserWi...
Church in Cheshire, EnglandSt Mary's Church, DisleySt Mary's Church, Disley, from the southeastSt Mary's Church, DisleyLocation in Cheshire53°21′27″N 2°02′22″W / 53.3575°N 2.0395°W / 53.3575; -2.0395OS grid referenceSJ 974 845LocationDisley, CheshireCountryEnglandDenominationAnglicanChurchmanshipEvangelicalWebsiteSt Mary, DisleyHistoryStatusParish churchConsecrated1558ArchitectureFunctional statusActiveHeritage designationGrade II*Designated27 November 196...
Questa voce sull'argomento calciatori britannici è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Jason LoweNazionalità Inghilterra Altezza183 cm Peso72 kg Calcio RuoloCentrocampista Squadra Port Vale CarrieraGiovanili 2003-2010 Blackburn Squadre di club1 2010-2011 Blackburn1 (0)2011→ Oldham Athletic7 (2)2011-2017 Blackburn172 (1)2017-2018 Birmingham City9 (0)2018-...
二二八事件從上至下、由左至右:1947年2月28日,民眾前往專賣局臺北分局抗議,並將專賣局臺北分局內的火柴、香菸等物品存貨堆積焚毁;1947年3月6日,二二八事件處理委員會舉辦成立大會,正式選出常務委員;在臺灣省警備總司令部發布戒嚴令後,臺北市榮町大街的人潮消失;在二二八事件中遭到槍斃者;1947年3月17日,受命前往臺灣宣慰的國防部部長白崇禧(右二)抵�...
Defunct American motor vehicle manufacturer 1929 Durant Deluxe Roadster 4-40 at Stahls Automotive Collection The Durant was a make of automobile assembled by Durant Motors Corporation of New York City, New York from 1921 to 1926 and again from 1928 to 1932. Durant Motors was founded by William Billy Durant after he was terminated, for the second and final time, as the head of General Motors. Billy Durant's intent was to build an automotive empire that could one day challenge General Motors. T...
Coppa del Generalissimo 1974 Competizione Coppa del Generalissimo Sport hockey su pista Edizione 31ª Organizzatore RFEP Date dal 20 aprileal 16 giugno 1974 Luogo Spagna Partecipanti 16 (fase finale) Formula Eliminazione diretta Sede finale Siviglia Risultati Vincitore Voltregà(4º titolo) Finalista Barcellona Semi-finalisti Arenys de Munt Reus Deportiu Statistiche Incontri disputati 27 Gol segnati 284 (10,52 per incontro) Cronologia della competizi...
導関数を求める微分演算については「微分」を、その他の用法については「微分 (曖昧さ回避)」をご覧ください。 微分積分学における関数の微分(かんすうのびぶん、英: differential of a function)とは、直感的には変数の無限小増分に対する関数の増分であり、独立変数を変化させた時の関数値の変化の主要部(英語版)を表す。具体的には、実変数関数 y = f(x)...
Sum of an infinite series, approx 0.6434 In mathematics, Cahen's constant is defined as the value of an infinite series of unit fractions with alternating signs: C = ∑ i = 0 ∞ ( − 1 ) i s i − 1 = 1 1 − 1 2 + 1 6 − 1 42 + 1 1806 − ⋯ ≈ 0.643410546288... {\displaystyle C=\sum _{i=0}^{\infty }{\frac {(-1)^{i}}{s_{i}-1}}={\frac {1}{1}}-{\frac {1}{2}}+{\frac {1}{6}}-{\frac {1}{42}}+{\frac {1}{1806}}-\cdots \approx 0.643410546288...} (se...