Норз-вест шельф ЗПГ
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Ne doit pas être confondu avec Dniepr. DniestrDnister, Nistru Le Dniestr près de Țipova. Le cours du Dniestr le Dniestr sur OpenStreetMap. Caractéristiques Longueur 1 362 km [1] Bassin 72 100 km2 [1] Bassin collecteur le Dniestr Débit moyen 377 m3/s (Bendery) [2] Cours Source Beskides, Carpates ukrainiennes · Altitude 1 000 m · Coordonnées 49° 12′ 44″ N, 22° 55′ 40″ E Embouchure Mer Noire · Localisation Liman...
Pour les articles homonymes, voir DAW. Station audionumérique. Une station de travail audionumérique (acronyme STAN[1] ou plus souvent DAW, de l'anglais digital audio workstation) désigne une station de travail basée sur des composants optimisés pour le pilotage, l'acquisition et le traitement numérique du son. Les stations audionumériques sont conçues pour enregistrer, éditer, manipuler, créer et lire des contenus MIDI et audionumériques. Le concept a évolué avec l'importance p...
Le Torri Petronas a Kuala Lumpur L'ingegneria civile è il ramo dell'ingegneria preposto alla progettazione di manufatti e infrastrutture destinati all'uso civile e quindi a tutti gli ambiti relativi: edili, geotecnici, infrastrutturali, idraulici, strutturali, urbanistici. Il termine civile indica il carattere della categoria, in contrapposizione a quello militare (genio militare): infatti gli eserciti erano sempre accompagnati da tecnici che fossero in grado di realizzare quanto necessa...
British mathematician who proved Fermat's Last Theorem SirAndrew WilesKBE FRSWiles in 2005BornAndrew John Wiles (1953-04-11) 11 April 1953 (age 71)Cambridge, EnglandNationalityBritishEducationKing's College School, CambridgeThe Leys SchoolAlma mater University of Oxford (MA) University of Cambridge (PhD) Known forProving the Taniyama–Shimura conjecture for semistable elliptic curves, thereby proving Fermat's Last TheoremProving the main conjecture of Iwasawa theoryAwards ...
Regulatory body for securities in India Securities and Exchange Board of IndiaSecurities and Exchange Board of IndiaSEBI Bhavan, MumbaiAgency overviewFormedApril 12, 1988; 36 years ago (1988-04-12) (Established) January 30, 1992; 32 years ago (1992-01-30) (Acquired Statutory Status)[1]TypeRegulatory agencyHeadquartersMumbai, MaharashtraEmployees867+ (2020)[2]Agency executiveMadhabi Puri Buch, ChairpersonParent departmentMinistry of Finance, ...
Prima della nascita della cosiddetta Era Open del tennis, ossia l'apertura ai tennisti professionisti degli eventi più importanti, tutti i tornei erano riservati ad atleti dilettanti. Nel 1883 tutti i tornei erano amatoriali, tra questi c'erano i tornei del Grande Slam: il Torneo di Wimbledon, e gli U.S. National Championships. Nel 1883 venne disputata la 7ª edizione del Torneo di Wimbledon questo vide la terza vittoria di William Renshaw vincitore nel challenge round sul fratello Ernest Re...
马来西亚—英国关系 马来西亚 英国 代表機構马来西亚驻英国高级专员公署(英语:High Commission of Malaysia, London)英国驻马来西亚高级专员公署(英语:British High Commission, Kuala Lumpur)代表高级专员 阿末拉席迪高级专员 查尔斯·海伊(英语:Charles Hay (diplomat)) 马来西亚—英国关系(英語:Malaysia–United Kingdom relations;馬來語:Hubungan Malaysia–United Kingdom)是指马来西亚与英国�...
هنودمعلومات عامةنسبة التسمية الهند التعداد الكليالتعداد قرابة 1.21 مليار[1][2]تعداد الهند عام 2011ق. 1.32 مليار[3]تقديرات عام 2017ق. 30.8 مليون[4]مناطق الوجود المميزةبلد الأصل الهند البلد الهند الهند نيبال 4,000,000[5] الولايات المتحدة 3,982,398[6] الإمار...
1917 short story by H. P. Lovecraft The TombShort story by H. P. LovecraftText available at WikisourceCountryUnited StatesLanguageEnglishGenre(s)HorrorPublicationPublished inThe VagrantPublication dateMarch 1922 The Tomb is a short story by American writer H. P. Lovecraft, written in June 1917 and first published in the March 1922 issue of The Vagrant.[1] It tells the story of Jervas Dudley, who becomes obsessed with a mausoleum near his childhood home. Plot The Tomb tells of Jervas D...
Mosaic tile decoration A wall covered in zellīj at the Ben Youssef Madrasa in Marrakesh Zellij (Arabic: الزليج, romanized: zillīj; also spelled zillij or zellige) is a style of mosaic tilework made from individually hand-chiseled tile pieces.[1]: 335 [2]: 41 [3]: 166 The pieces were typically of different colours and fitted together to form various patterns on the basis of tessellations, most notably elabora...
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 April 2017. Daishi HarunagaInformasi pribadiNama lengkap Daishi HarunagaTanggal lahir 30 April 1982 (umur 42)Tempat lahir Prefektur Hiroshima, JepangPosisi bermain GelandangKarier senior*Tahun Tim Tampil (Gol)2001-2003 Vissel Kobe * Penampilan dan gol di klub s...
Conglomerate of evangelical churches This article may require cleanup to meet Wikipedia's quality standards. The specific problem is: the article needs to be expanded. Please help improve this article if you can. (August 2017) (Learn how and when to remove this message) Assemblies of God in BrazilClassificationProtestantTheologyPentecostalLeaderJosé Wellington Jr. (President of CGADB) Samuel Câmara (President of CADB) Manoel Ferreira (President of CONAMAD)AssociationsAssembly of GodRegionWo...
Battle fought near Meikle Tap, near Aberdeen, Scotland, on 28 October 1562 Battle of CorrichiePart of Mary, Queen of Scots Civil WarsMonument to the Battle of CorrichieDate28 October 1562LocationHowe of Corrichie, near Banchory, Aberdeenshire, ScotlandResult Victory for Queen Mary's forcesBelligerents Kingdom of Scotland:Clan Fraser[1]Clan Munro[1]Clan Mackenzie[1]Clan Mackintosh[1]Clan Mackay[2]Clan Murray[2]Clan Forbes[3]Clan Cameron...
لمعانٍ أخرى، طالع سومرست (توضيح). سومرست الإحداثيات 37°04′59″N 84°36′34″W / 37.0831°N 84.6094°W / 37.0831; -84.6094 [1] تاريخ التأسيس 1798 تقسيم إداري البلد الولايات المتحدة[2][3] التقسيم الأعلى مقاطعة بولاسكي عاصمة لـ مقاطعة بولاسكي خصائص...
English economist (1877–1959) Arthur Cecil PigouBorn(1877-11-18)18 November 1877Ryde, Isle of Wight, EnglandDied7 March 1959(1959-03-07) (aged 81)Cambridge, Cambridgeshire, EnglandAcademic careerFieldWelfare economicsInstitutionUniversity of CambridgeSchool ortraditionNeoclassical economicsAlma materKing's College, CambridgeInfluencesAlfred Marshall, Henry Sidgwick[1]ContributionsExternalitiesPigou effectPigouvian taxAwards1899 Chancellor's Gold Medal1903 Adam Smith P...
Tschammerpokal 1937DFB Pokal 1937 Competizione Coppa di Germania Sport Calcio Edizione 3ª Luogo Germania Risultati Vincitore Schalke 04(1º titolo) Secondo Fortuna Düsseldorf Cronologia della competizione 1936 1938 Manuale La Tschammerpokal del 1937 fu terza edizione della coppa nazionale di calcio organizzata dal Terzo Reich. La finale giocata il 9 gennaio 1938 al Müngersdorfer Stadion di Colonia vide vincitore per la prima volta nella sua storia lo Schalke 04, che sconfisse ...
Dutch politician (born 1966) Hubert BrulsBruls in 2012Mayor of NijmegenIncumbentAssumed office 21 May 2012Preceded byThom de GraafMayor of VenloIn office1 October 2005 – 21 May 2012[a]Preceded byWim DijkstraSucceeded byAntoin ScholtenMember of the House of RepresentativesIn office23 May 2002 – 11 October 2005Alderman of NijmegenIn office28 April 1999 – 24 April 2002Municipal councillor of NijmegenIn office14 April 1998 – 23 May 2002 Pers...
Head of the Catholic Church from 1592 to 1605 Not to be confused with Antipope Clement VIII. PopeClement VIIIBishop of RomePortrait by an unknown Italian artist, 17th centuryChurchCatholic ChurchPapacy began30 January 1592[1][2][3]Papacy ended3 March 1605PredecessorInnocent IXSuccessorLeo XIPrevious post(s) Auditor of the Roman Rota (1569) Apostolic Datary (1585–1592) Cardinal-Priest of San Pancrazio fuori le Mura (1586–1592) Apostolic Penitentiary (1586–1592) Le...
Pour les articles homonymes, voir Grand Chelem. Au tennis, le Grand Chelem est le fait de remporter, la même année, les quatre tournois majeurs du circuit international organisés sous l'égide de la Fédération internationale de tennis[1],[2]. Ceux-ci sont ainsi appelés « tournois du Grand Chelem »[3]. Ces quatre tournois sont (le lieu, la période ou la surface ayant parfois varié au fil de l'histoire) : l'Open d'Australie à Melbourne (type de surface : dur «...
Il sistema scheletrico è l'insieme delle ossa, delle cartilagini e articolazioni del corpo di diversi animali. La cartilagine è un tessuto connettivo solido e flessibile, forma la gran parte dello scheletro di un bambino e, con la crescita, viene sostituita in gran parte dal tessuto osseo. Lo scheletro costituisce la struttura portante del corpo, ed è formato dall'insieme delle ossa, variamente unite tra di loro da formazioni dette articolazioni. Queste si possono classificare in 3 gruppi:...