Giải bóng đá ngoại hạng Iraq 1987-88
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UgetsuPosterSutradaraKenji MizoguchiProduserMasaichi NagataDitulis olehMatsutarō KawaguchiAkinari UedaYoshikata YodaPemeranMasayuki MoriMachiko KyōKinuyo TanakaPenata musikFumio HayasakaDistributorDaieiTanggal rilis26 Maret 1953Durasi94 minNegaraJepangBahasaJepangIMDbInformasi di IMDbAMGProfil All Movie Guide Ugetsu (雨月物語code: ja is deprecated , Ugetsu monogatari) adalah film tahun 1953 oleh sutradara Kenji Mizoguchi. Film ini dibintangi Masayuki Mori dan Machiko Kyō, diilham...
Football stadium in Shropshire, England Park HallPark Hall in 2007LocationOswestry, Shropshire, EnglandCapacity3,000 (3,000 seated)[1]ConstructionBuilt1993Renovated2007TenantsOswestry Town (1993–2003)The New Saints (2007–present)FC Oswestry Town (2013–2020)St Martins (2012–2022) Park Hall Stadium is a football stadium to the north-east of Oswestry, Shropshire, England. It was opened by Shropshire County Council in 1993, originally as the home of Oswestry Town. In 2003, Oswestr...
Private university at Ibaraki, Osaka, Japan Otemon Gakuin University Otemon Gakuin University (追手門学院大学, Ōtemon Gakuin Daigaku) is a private university at Ibaraki, Osaka, Japan, founded in 1966. (Otemon Gakuin was founded in 1888. It has its origins in the elementary school attached to Osaka Kaikosha, whose foundation was proposed by Tomonosuke Takashima.) Alumni Teru Miyamoto Takashi Otsuka Kunihiko Muroi Juri Tatsumi Hidesawa Sudo External links Official website (in English) O...
City in North Carolina, United StatesConover, North CarolinaCityBusinesses along 1st Avenue (NC 16) FlagSealNicknames: Wye Town, Canova, “C-Town”Motto(s): Community and IndustryLocation of Conover, North CarolinaCoordinates: 35°42′40″N 81°13′11″W / 35.71111°N 81.21972°W / 35.71111; -81.21972CountryUnited StatesStateNorth CarolinaCountyCatawbaGovernment • TypeCouncil-Manager • MayorKyle Hayman • City Manager...
Strongest direction of wind on a region of Earth's surface Winds are part of Earth's atmospheric circulation. The westerlies (blue) and trade winds (yellow and brown) Global surface wind vector flow lines colored by wind speed from June 1, 2011 to October 31, 2011. In meteorology, prevailing wind in a region of the Earth's surface is a surface wind that blows predominantly from a particular direction. The dominant winds are the trends in direction of wind with the highest speed over a particu...
Masjid Langgar Tinggi, tahun 1949 Masjid Langgar Tinggi, 2019 Masjid Langgar Tinggi, lk. tahun 1900, tatkala Kali Angke masih berfungsi sebagai jalur transportasi Masjid Langgar Tinggi adalah salah satu masjid tua di wilayah DKI Jakarta. Masjid yang terletak di Kelurahan Pekojan, Kecamatan Tambora, Jakarta Barat, ini semula dibangun sebagai langgar oleh seorang orang Arab pada tahun 1249 H atau 1829 M. Sejarah Pada papan di atas pintu masuk masjid ditulis bahwa Masjid Langgar Tinggi didirikan...
Class of naval ship Osprey 55-class gunboat P-19 HS Navmachos at Faliron Bay, Greece. Class overview Builders Hellenic Shipyards, Scarmanga (Greek ships) Danyard A/S, Frederikshaven, Denmark Operators Hellenic Navy Royal Moroccan Navy Senegal Navy Built1986–1990 Completed7 Active7 General characteristics Armatolos class (after re-arming)[1] TypeGunboat Displacement555 long tons (564 t) full load Length54.8 m (179 ft 9 in) Beam10.5 m (34...
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: コルク – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2017年4月) コルクを打ち抜いて作った瓶の栓 コルク(木栓、�...
Para otros usos de este término, véase Haiku (sistema operativo). Retrato del poeta Matsuo Basho (1644-1694) realizado por Yosa Buson (1716-1784). El haiku[1] (俳句, haiku[1]?) o haikú[1] es un tipo de poesía japonesa. Consiste en un poema breve de diecisiete moras o sílabas, escrito en tres versos de cinco, siete y cinco sílabas, respectivamente, según especialistas como R.H. Blyth o Fernando Rodríguez-Izquierdo. Sin embargo, hay quien señala una mayor varied...
关于与「內閣總理大臣」標題相近或相同的条目页,請見「內閣總理大臣 (消歧義)」。 日本國內閣總理大臣內閣總理大臣紋章現任岸田文雄自2021年10月4日在任尊称總理、總理大臣、首相、阁下官邸總理大臣官邸提名者國會全體議員選出任命者天皇任期四年,無連任限制[註 1]設立法源日本國憲法先前职位太政大臣(太政官)首任伊藤博文设立1885年12月22日,...
Maryinka Мар'їнкаKotaKatedral Bunda Maria dari Ortodoks Kazan di Marinka pada tahun 2014MaryinkaKoordinat: 47°56′31″N 37°30′13″E / 47.94194°N 37.50361°E / 47.94194; 37.50361Koordinat: 47°56′31″N 37°30′13″E / 47.94194°N 37.50361°E / 47.94194; 37.50361Negara UkrainaOblast Oblast DonetskRaionRaion PokrovskDidirikan1840-an[1]Populasi (2022) • Total9.089 • Perkiraan (2...
В Википедии есть статьи о других людях с такой фамилией, см. Петрушевский. Фёдор Фомич Петрушевский Дата рождения 24 марта (5 апреля) 1828(1828-04-05) Дата смерти 17 февраля (1 марта) 1904(1904-03-01) (75 лет) Страна Российская империя Род деятельности физик, преподаватель универ...
«Народная 7Я семьЯ» Тип сеть магазинов Основание 1991 Упразднена 2019 Расположение Москва Ключевые фигуры Рыбаков, Олег Владимирович Отрасль розничная торговля Сайт www.7-ya.ru «Народная 7Я семьЯ» — бывшая российская сеть продовольственных магазинов. Управляющая компани...
British Conservative politician The Right HonourableThe Earl of DonoughmoreFRS PCPresident of the Board of TradeIn office3 March 1859 – 11 June 1859MonarchVictoriaPrime MinisterThe Earl of DerbyPreceded byJoseph Warner HenleySucceeded byThomas Milner Gibson Personal detailsBorn4 April 1823 (1823-04-04)Died22 February 1866 (1866-02-23) (aged 42)NationalityBritishPolitical partyConservativeSpouseThomasina Steele (d. 1890) Richard John Hely-Hutchinson, 4th Earl of Donou...
Archaeological culture from the Caucasus region Kura–Araxes culture, Kur–Araz cultureEarly expansion of the Kuro-Araxes culture (light shading) shown in relation to subsequent cultures in the area, such as Urartu (dark shading).Geographical rangeSouth Caucasus, Armenian Highlands, North CaucasusPeriodBronze AgeDatescirca 3,400 B.C.E. — circa 2,000 B.C.E.Major sitesShengavitPreceded byShulaveri-Shomu cultureFollowed byTrialeti culture, Nakhchivan culture The Kura–Araxes culture (also n...
Government College of Commerce & Economicsدانش کدہَ سرکاری برائے علومِ تجارت و معاشیاتOfficial emblem of Government College of Commerce & Economics.TypeDegree CollegeEstablished1945PrincipalProfessor Farzana Mangnejo [1]Students4,000 [2]LocationKarachi, Sindh, Pakistan24°50′50″N 67°01′22″E / 24.847280°N 67.022912°E / 24.847280; 67.022912AffiliationsBoard of Intermediate Education Karachi and Unive...
Pour les articles homonymes, voir Élection présidentielle de 2017. 2012 2022 Élection présidentielle française de 2017 23 avril 2017 (1er tour)7 mai 2017 (2d tour) Type d’élection Élection présidentielleScrutin uninominal majoritaire à deux tours Débat(s) 20 mars 2017 (1er tour) 4 avril 2017 (1er tour) 3 mai 2017 (2d tour) Corps électoral et résultats Population 66 990 826[1] Inscrits au 1er tour 47 582 183 Votants au 1er tour 3...
Pour les articles homonymes, voir Bézu et Guéry (homonymie). Bézu-le-Guéry La mairie. Blason Administration Pays France Région Hauts-de-France Département Aisne Arrondissement Château-Thierry Intercommunalité Communauté de communes du canton de Charly-sur-Marne Maire Mandat Philippe Guyon 2020-2026 Code postal 02310 Code commune 02084 Démographie Gentilé Bézuyats Populationmunicipale 252 hab. (2021 ) Densité 23 hab./km2 Géographie Coordonnées 49° 00′ 31�...
American politician Isaac C. Naylor3rd Mayor of DallasIn officeApril 1858 – August 1858Preceded byJohn McClannahan CrockettSucceeded byA. D. Rice Personal detailsBorn(1824-07-01)July 1, 1824Morgan County, OhioDiedApril 16, 1885(1885-04-16) (aged 60)Galveston, TexasResting placeCity Cemetery, Galveston, TexasNationality USASpouseHenrietta WoodChildrenEdward Wood Naylor, Isaac B. Naylor, Charles H. NaylorOccupationLawyer, Merchant Isaac C. Naylor (1 Jul 1824 – 16 Apr ...
Number whose cube is a given number In mathematics, a cube root of a number x is a number y such that y3 = x. All nonzero real numbers have exactly one real cube root and a pair of complex conjugate cube roots, and all nonzero complex numbers have three distinct complex cube roots. For example, the real cube root of 8, denoted 8 3 {\displaystyle {\sqrt[{3}]{8}}} , is 2, because 23 = 8, while the other cube roots of 8 are − 1 + i 3 {\displaystyle -1+i{\sqrt {3}}} and − 1 −...