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Literary Review of CanadaJanuary/February 2020 cover of the Literary Review of CanadaEditorKyle WyattFrekuensiTen per yearDidirikan1991; 33 tahun lalu (1991)Terbitan pertamaNovember 1991NegaraCanadaBerpusat diToronto, OntarioSitus webreviewcanada.caISSN1188-7494 The Literary Review of Canada adalah majalah Kanada yang terbit sepuluh kali setahun dalam bentuk cetak dan online. Majalah ini menampilkan esai dan ulasan buku tentang topik politik, budaya, sosial, dan sastra, serta puisi asli ...
Evergrande Group 恒大集团GuangZhou Evergrande CenterJenisPublicKode emitenSEHK: 3333IndustriReal estateDidirikan1996PendiriXu Jiayin (Hui Ka Yan)KantorpusatShenzhen, Guangdong, TiongkokWilayah operasiTiongkokTokohkunciXu Jiayin (Ketua)Pendapatan CN¥ 507.250 miliar[1] (US$79.176 miliar, 2020)Laba operasi CN¥ 63.520 miliar[1] (US$9.914 miliar, 2020)Laba bersih CN¥ 8.076 miliar[1] (US$1.260 miliar, 2020)Total aset CN¥ 2,301 triliun[1...
2016 American sitcom The Real O'NealsGenreSitcomCreated by Joshua Sternin Jennifer Ventimilia Developed by David Windsor Casey Johnson Starring Martha Plimpton Jay R. Ferguson Noah Galvin Matthew Shively Bebe Wood Mary Hollis Inboden Narrated byNoah GalvinComposerTranscendersCountry of originUnited StatesOriginal languageEnglishNo. of seasons2No. of episodes29ProductionExecutive producers Casey Johnson David Windsor Stacy Traub Todd Holland Lorenzo di Bonaventura Dan McDermott Dan Savage Bria...
الدوري اليوغوسلافي الدرجة الأولى الجهة المنظمة اتحاد يوغوسلافيا لكرة القدم تاريخ الإنشاء 1923 الرياضة كرة القدم البلد يوغوسلافيا انتهى 1992 تعديل مصدري - تعديل الدوري اليوغوسلافي الدرجة الأولى (بالصربية: Прва савезна лига у фудбалу / Prva savezna liga u fudbalu)، (بال...
Chronologie de la France ◄◄ 1611 1612 1613 1614 1615 1616 1617 1618 1619 ►► Chronologies Le double mariage entre la France et l’Espagne, estampe publié par Nicolas de Mathonière.Données clés 1612 1613 1614 1615 1616 1617 1618Décennies :1580 1590 1600 1610 1620 1630 1640Siècles :XVe XVIe XVIIe XVIIIe XIXeMillénaires :-Ier Ier IIe IIIe Chronologies thématiques Art Architecture, Arts plastiques (Dessin, Gravure, Pe...
Tennis stadium in New York City Arthur Ashe StadiumInterior of the Arthur Ashe Stadium during 2018 US OpenLocationUSTA Billie Jean King National Tennis Center, Flushing, Queens, New YorkCoordinates40°44′59.6″N 73°50′49.3″W / 40.749889°N 73.847028°W / 40.749889; -73.847028Public transit Long Island Rail Road (LIRR): Port Washington Branch at Mets–Willets Point New York City Subway: trains at Mets–Willets PointOwnerUSTACapacity23,7...
Mandarin Ducks by Hiroshige, digitally restored. The Utagawa school (歌川派) was one of the main schools of ukiyo-e, founded by Utagawa Toyoharu. It was the largest ukiyo-e school of its period. The main styles were bijin-ga (beautiful women) and uki-e (perspective picture). His pupil, Toyokuni I, took over after Toyoharu's death and led the group to become the most famous and powerful woodblock print school for the remainder of the 19th century. Hiroshige,[1] Kunisada, Kuniyoshi a...
Dalam nama Korean ini, nama keluarganya adalah Chu. Chu Sang-miNama KoreaHangul추상미 Hanja秋相微 Alih AksaraChu Sang-miMcCune–ReischauerCh'u Sang-mi Chu Sang-mi (lahir 9 Mei 1972) dalah seorang aktris Korea Selatan. Dia lahir di Seoul, Korea Selatan, dari aktor panggung populer Chu Song-woong. Bersama dengan Lee Byung-hun dan Choi Ji-woo, Chu ikut membintangi film Everybody Has Secrets, mengambil peran sebagai kakak perempuan tertua dari ketiganya.[1] Filmografi Film 2007: Th...
A raffee sail is a triangular topsail carried aboard certain sailing ships. Originally used in Ancient Rome to maneuver ships at sea,[1] the raffee was eventually implemented as a downwind sail set below a square-rigged yard to fill in areas needed for light airs. In later pilot schooners, it was a triangular sail set above a yard from the masthead. Today a raffee is any square downwind sail set off the mast at a right angle.[2] References ^ L. Sprague de Campe (1963). The Anc...
Town in Indiana, United StatesBryant, IndianaTownTown of BryantLocation of Bryant in Jay County, Indiana.Coordinates: 40°32′09″N 84°57′48″W / 40.53583°N 84.96333°W / 40.53583; -84.96333CountryUnited StatesStateIndianaCountyJayTownshipBearcreekArea[1] • Total0.32 sq mi (0.83 km2) • Land0.32 sq mi (0.83 km2) • Water0.00 sq mi (0.00 km2)Elevation[2]873 ft (266...
Higashikawa 東川町KotaprajaBalai Kota Higashikawa BenderaEmblemLokasi Higashikawa di Hokkaido (Subprefektur Kamikawa)HigashikawaLokasi di JepangKoordinat: 43°42′N 142°31′E / 43.700°N 142.517°E / 43.700; 142.517Koordinat: 43°42′N 142°31′E / 43.700°N 142.517°E / 43.700; 142.517NegaraJepangWilayahHokkaidoPrefektur Hokkaido (Subprefektur Kamikawa)DistrikKamikawa (Ishikari)Pemerintahan • WalikotaShin KikuchiLuas...
Email and calendaring software This article is about the desktop subscription software. For web platform, see Outlook on the web. For the email service, see Outlook.com. Microsoft OutlookAn email inbox in Outlook (New UI, 365 and Office LTSC 2021), running on Windows 10 version 22H2Developer(s)Microsoft CorporationInitial releaseJanuary 16, 1997Stable release(s)Microsoft 365 (Windows)2312 (Build 17126.20132)[1] / January 9, 2024; 3 months ago (2024-01-09)Microsoft 36...
Television channel in PakistanAn editor has nominated this article for deletion.You are welcome to participate in the deletion discussion, which will decide whether or not to retain it.Feel free to improve the article, but do not remove this notice before the discussion is closed. For more information, see the guide to deletion.Find sources: MUN TV – news · newspapers · books · scholar · JSTOR%5B%5BWikipedia%3AArticles+for+deletion%2FMUN+TV%5D%5DAFD Te...
Short story by Philip K. DickIf There Were No Benny CemoliShort story by Philip K. DickDecember 1963 issue of Galaxy Science FictionCountryUnited StatesLanguageEnglishGenre(s)Science-fictionPublicationPublished inGalaxy Science FictionPublication typeMagazinePublication date1963 If There Were No Benny Cemoli is a science fiction short story by American writer Philip K. Dick, first published in the December, 1963 issue of Galaxy magazine with illustration by Lutjens.[1] The Proxmen...
Voce principale: Società Sportiva Juve Stabia. Società Sportiva Juve StabiaStagione 2014-2015Sport calcio Squadra Juve Stabia Allenatore Giuseppe Pancaro(fino al 13 marzo 2015) Marco Salvini(dal 13 marzo 2015) Presidente Francesco Manniello Lega Pro4ª Coppa ItaliaSecondo Turno Coppa Italia Lega ProQuarti di finale Maggiori presenzeCampionato: Pisseri (38+1[1])Totale: Pisseri (42) Miglior marcatoreCampionato: Di Carmine (14)Totale: Di Carmine (14) StadioRomeo Menti (6.000)[...
2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl(英文)(波兰文)2020年夏季奥林匹克运动会(東京)2021年7月23日至8月8日(受2019冠状病毒病疫情影响推迟,但仍保留原定名称)運動員206參賽項目24个大项旗手开幕式:帕维尔·科热尼奥夫斯基(游泳)和马娅·沃什乔夫斯卡(自行车)[1]闭幕式:卡罗利娜·纳亚(皮划艇)...
Nama ini menggunakan cara penamaan Spanyol: nama keluarga pertama atau paternalnya adalah Chinchilla dan nama keluarga kedua atau maternalnya adalah Miranda. Laura Chinchilla Presiden Kosta Rika ke-46Masa jabatan8 Mei 2010 – 8 Mei 2014Wakil PresidenAlfio PivaLuis LibermanPendahuluÓscar AriasPenggantiLuis Guillermo SolísWakil Presiden Kosta RikaMasa jabatan8 Mei 2006 – 8 Oktober 2008PresidenÓscar AriasPendahuluLineth Saborío ChaverriPenggantiAlfio PivaPresiden Pr...
Chemical compound GR-113808Identifiers IUPAC name 1-(2-methylsulfonylaminoethyl-4-piperidinyl)methyl-1-methyl-1H-indole-3-carboxylate CAS Number144625-51-4PubChem CID119376IUPHAR/BPS247ChemSpider106623UNIIZT350OYT3ICompTox Dashboard (EPA)DTXSID40162772 Chemical and physical dataFormulaC19H27N3O4SMolar mass393.50 g·mol−13D model (JSmol)Interactive image SMILES c13ccccc3c(cn1C)C(=O)OCC(CC2)CCN2CCNS(=O)(C)=O InChI InChI=1S/C19H27N3O4S/c1-21-13-17(16-5-3-4-6-18(16)21)19(23)26-14-15-7-10-2...
Giuseppe DossettiGiuseppe Dossetti in abito talare nel 1959. Deputato dell'Assemblea CostituenteGruppoparlamentareDemocratico Cristiano CollegioParma Incarichi parlamentari Componente della Giunta delle elezioni Componente della Commissione per la Costituzione Componente della Prima Sottocommissione Componente del Comitato di redazione Componente della Commissione speciale per l'esame del disegno di legge recante Norme per l'elezione del Senato della Repubblica Sito istituzionale Deputat...
خارطة الانتشار الأرمني. الانتشار الأرمني (بالأرمنية Հայկական Սփիւռք ويلفظ هايغاغان سبيورك) هو الوجود الأرمني خارج أرمينيا، ومنها الوجود الأرمني في العالم العربي.[1][2][3] ويُقدّر عدد الأرمن في أرمينيا بثلاثة ملايين ومن 6 إلى 8 ملايين خارج أرمينيا، أي في الشتات. جا...