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Artikel ini bukan mengenai Akademi Kesenian Tiongkok. Akademi Seni Rupa Pusat Tiongkok中央美术学院Nama sebelumnyaKolese Seni Rupa Beijing Nasional[1]JenisNegeriDidirikan1918PresidenFan Di'an (范迪安)Sekretaris PartaiGao Hong (高洪)Staf akademik572Jumlah mahasiswa4,700LokasiDistrik Chaoyang, Beijing, TiongkokKampusPerkotaan, 33 ha (82 ekar)Situs webwww.cafa.edu.cn Akademi Seni Rupa Pusat Tiongkok Hanzi sederhana: 中央美术学院 Hanzi tradisional: 中央美術學院 ...

 

Untuk penggunaan lain, lihat Medellín (disambiguation). MedellínPanorama kota BenderaLambangJulukan: Kota Pegunungan, Kota Bunga, Kota Anggrek, Desa yang Indah, Gelas Perak Mungil, MedalloMotto: La ciudad de la eterna primaveraMedellin, Kota dengan musim semi abadiLokasi kota (dot berwarna merah) dan area (warna abu-abu) dari Medellín di provinsi Antioquia.DepartemenDepartemen AntioquiaSub-RegionValle de AburráTanggal peresmian2 Maret 1616Pemerintahan • WalikotaDanie...

 

Embedded kink in the trough / ridge pattern Shortwave trough with associated vorticity. A shortwave or shortwave trough is an embedded kink in the trough / ridge pattern. Its length scale is much smaller than that of and is embedded within longwaves, which are responsible for the largest scale (synoptic scale) weather systems. Shortwaves may be contained within or found ahead of longwaves and range from the mesoscale to the synoptic scale. Shortwaves are most frequently caused by either a col...

Prva crnogorska liga 2016-2017T-Com 1.CFL 2016-2017 Competizione Prva crnogorska liga Sport Calcio Edizione 13ª Organizzatore FSCG Date dal 6 agosto 2016al 27 maggio 2017 Luogo  Montenegro Partecipanti 12 Formula Girone all'italiana A/R/A Risultati Vincitore Budućnost(3º titolo) Retrocessioni Jedinstvo Bijelo PoljeLovćenBokelj Statistiche Miglior marcatore Zoran Petrović (14 reti) Incontri disputati 198 Gol segnati 401 (2,03 per incontro) Cronologia della competiz...

 

Online publication HotNewHipHopCategoriesHip hoppop cultureFounded2007CompanyUrbanlinx Media Inc.CountryCanada, United StatesLanguageEnglishWebsitehotnewhiphop.com HotNewHipHop (HNHH) is an online publication that covers daily news about hip hop and pop culture, including streetwear, sports, and sneakers.[1] In addition to its editorial content, HotNewHipHop also produces the video series, How to Roll,[2] On The Come Up,[3][4] In My Bag,[5][6] a...

 

Railway station in Chennai, India Chennai Beach redirects here. For Chennai's beach, see Marina Beach. Chennai BeachChennai Kadarkkarai Indian Railways, Chennai Suburban Railway and Chennai MRTS stationPassengers waiting for a suburban train at the stationGeneral informationLocationRajaji Salai, Chennai, Tamil Nadu 600 001, IndiaCoordinates13°05′32″N 80°17′31″E / 13.09222°N 80.29190°E / 13.09222; 80.29190Owned byMinistry of Railways, Indian RailwaysLine(s) ...

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)&#...

 

Diary of a ProsecutorPoster promosiHangul검사내전 GenreDrama hukumBerdasarkanDiary of a Prosecutoroleh Kim WoongPengembangJTBCDitulis olehPark Yeon-seonSeo Ja-yeonLee HyunSutradaraLee Tae-gonPemeranLee Sun-kyunJung Ryeo-wonLee Sung-jaeKim Kwang-kyuLee Sang-heeJeon Sung-wooNegara asalKorea SelatanBahasa asliKoreaJmlh. episode16ProduksiProduserOh Nam-seokDurasi70 menitRumah produksiS-PEACEDistributorJTBCRilis asliJaringanJTBCFormat gambar1080i (HDTV)Format audioDolby DigitalRilis16 Desembe...

 

Chemical element with atomic number 122 (Ubb)Unbibium, 122UbbTheoretical elementUnbibiumPronunciation/ˌuːnbaɪˈbaɪəm/ ​(OON-by-BY-əm)Alternative nameselement 122, eka-thoriumUnbibium in the periodic table Hydrogen Helium Lithium Beryllium Boron Carbon Nitrogen Oxygen Fluorine Neon Sodium Magnesium Aluminium Silicon Phosphorus Sulfur Chlorine Argon Potassium Calcium Scandium Titanium Vanadium Chromium Manganese Iron Cobalt Nickel Copper Zinc Gallium Germanium Arseni...

鶴見虹子 2009年、世界選手権にて選手情報フルネーム 鶴見虹子国籍 日本生年月日 (1992-09-28) 1992年9月28日(31歳)生誕地 埼玉県身長 143cm(2021年7月時点)[1]種目 体操競技得意種目 段違い平行棒代表 2006年-2012年所属 フリー学歴 藤村女子中学校→大智学園高等学校→日本体育大学コーチ 陶暁敏元コーチ 陶暁敏引退 2015年11月29日 獲得メダル 世界選手権 銀 2009 段違い�...

 

Potret Francis Place oleh Daniel Maclise. Francis Place (3 November 1771, London – 1 Januari 1854, London) adalah seorang reformis sosial Inggris. Pamflet-pamflet, surat-surat, dan artikel-artikel majalah dan koran yang ia tulis menggambarkan sejarah sosial dan ekonomi pada abad ke-19.[1] Kumpulan dokumennya menjadi arsip yang penting. British Library saat ini menyimpan dokumen-dokumen tersebut.[2] Pada tahun 1794, Place bergabung dengan London Corresponding Society, sebuah ...

 

A push style 5⁄16 inch (8 mm) keyway broach; note how the teeth are larger on the left end. A broached keyway in the end of an adjustable wrench. Tool with teeth used to cut metal Broaching is a machining process that uses a toothed tool, called a broach, to remove material. There are two main types of broaching: linear and rotary. In linear broaching, which is the more common process, the broach is run linearly against a surface of the workpiece to produce the cut. Linear broaches...

У этого термина существуют и другие значения, см. Центр современного искусства. Зверевский центр современного искусства Основан 1992 Местонахождение Новорязанская улица Адрес 107066, Москва, Новорязанская улица, д. 29, стр. 4 Директор Алексей Сосна Сайт zverevcenter.ru  Медиафайлы �...

 

View of the Castle of Monte Poggiolo from 1905. Monte Poggiolo is a hill near Forlì, Italy in the Emilia-Romagna area. The hill overlooks the Montone River valley from an elevation of 212 m.[1] At Monte Poggiolo is a Florentine castle. The fort was designed by Giuliano da Maiano and built in 1471 in the form of a rhombus with four towers.[1] Thousands of Paleolithic-era artifacts have been recovered from the nearby area of Ca’ Belvedere (for Casa Belvedere) and dated to aro...

 

Self-similar growth curve Spira mirabilis redirects here. For the orchestra, see Spira Mirabilis (orchestra). For the Italian film, see Spira Mirabilis (film). Logarithmic spiral (pitch 10°) A section of the Mandelbrot set following a logarithmic spiral A logarithmic spiral, equiangular spiral, or growth spiral is a self-similar spiral curve that often appears in nature. The first to describe a logarithmic spiral was Albrecht Dürer (1525) who called it an eternal line (ewige Linie).[1&#...

1985 video game This article is about the video game in general. For specific versions, see List of Tetris variants. For other uses, see Tetris (disambiguation). 1985 video gameTetrisA typical Tetris game screenDesigner(s)Alexey PajitnovPlatform(s)List of Tetris variantsReleaseElectronika 60USSR: 1985IBM PCUSSR: 1986EU: November 1987NA: January 1988Genre(s)Puzzletile-matchingMode(s)Single-playermultiplayer Tetris (‹See Tfd›Russian: Тетрис[a]) is a puzzle video game created i...

 

Nyoman PaulPaul pada 2023LahirNyoman Paul Fernando Aro23 Juni 2001 (umur 23)Jakarta, IndonesiaKebangsaanIndonesiaNama lainPaul AroPekerjaanPenyanyiatletTahun aktif2016–sekarangAgenStar Media NusantaraTinggi180 cm (5 ft 11 in)[1][2]Karier musikAsalSingaraja, BaliInstrumenVokalgitarTahun aktif2022—sekarangLabelUniversal Nyoman Paul Fernando Aro (lahir 23 Juni 2001) adalah seorang mantan atlet sepak bola dan saat ini merupakan penyanyi, keturuna...

 

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مايو 2017) ترينت لوكيت   معلومات شخصية الميلاد 10 ديسمبر 1990 (العمر 33 سنة)غولدن فالي الطول 6 قدم 5 بوصة (2.0 م) مركز اللعب مدافع مسدد الهدف  الجنسية  الولايات ال�...

Pour les articles homonymes, voir McKellar. Kenneth McKellar Données clés Naissance 23 juin 1927Paisley, Royaume-Uni Décès 9 avril 2010 (à 82 ans)Lac Tahoe (États-Unis) Activité principale Chanteur Genre musical Variétés, musique classique, musique traditionnelle Années actives 1947–1996 Labels Decca Records, Lismor records modifier Kenneth McKellar (né le 23 juin 1927 à Paisley, mort le 9 avril 2010 au lac Tahoe) est un chanteur écossais. Biographie McKellar étudie la g...

 

この記事の主題はウィキペディアにおける独立記事作成の目安を満たしていないおそれがあります。 目安に適合することを証明するために、記事の主題についての信頼できる二次資料を求めています。なお、適合することが証明できない場合には、記事は統合されるか、リダイレクトに置き換えられるか、さもなくば削除される可能性があります。出典検索?: 中村�...