Ìxoła de Santa Maria de ła Grasia
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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 Januari 2023. Wanda Hazel GágGág pada Desember 1916LahirMarch 11, 1893New Ulm, Minnesota, Amerika SerikatMeninggal27 Juni 1946(1946-06-27) (umur 53)New York, New YorkPekerjaanSeniman, penulis, penerjemahKebangsaanAmerikaGenreChildren's literatureKarya te...
Klaus Berntsen Klaus Berntsen (* 12. Juni 1844 in Eskilstrup; † 27. März 1927 in Kopenhagen) war ein dänischer Politiker und Ministerpräsident. Inhaltsverzeichnis 1 Berufliche Laufbahn 2 Politische Laufbahn 2.1 Langjähriger Abgeordneter 2.2 Minister und Ministerpräsident von 1910 bis 1913 3 Literatur 4 Weblinks Berufliche Laufbahn Nach dem Schulbesuch absolvierte er ein Lehramtsstudium, in dem er von den Ideen von Nikolai Frederik Severin Grundtvig geprägt wurde, dem Begründer der d...
لمعانٍ أخرى، طالع ويليام برنس (توضيح). ويليام برنس معلومات شخصية الميلاد 28 مارس 1868 الوفاة 1 يونيو 1948 (80 سنة) الجنسية المملكة المتحدة المملكة المتحدة لبريطانيا العظمى وأيرلندا (–12 أبريل 1927) الحياة العملية الفرق نادي مقاطعة ديربيشاير للكريكت [لغات أخرى]&...
Ricky's All Day GrillTypeFranchiseIndustryRestaurantFounded1962HeadquartersBurnaby, BC, CanadaWebsitewww.gotorickys.com Ricky's All Day Grill is a restaurant chain in western Canada.[1] The restaurant was founded in 1960 as a family breakfast house.[2] The first location in eastern Canada opened in Peterborough, Ontario[3] in November 2007. History Al Sheren opened the first Ricky's, naming the chain after his son, Ricky. This was Ricky's Pancake House & Chicken an...
2018 film by Brady Corbet Vox LuxTheatrical release posterDirected byBrady CorbetScreenplay byBrady CorbetStory by Brady Corbet Mona Fastvold Produced by Christine Vachon David Hinojosa Brian Young Gary Michael Walters Robert Salerno Michel Litvak Svetlana Metkina David Litvak Andrew Lauren D.J. Gugenheim Starring Natalie Portman Jude Law Stacy Martin Jennifer Ehle Raffey Cassidy CinematographyLol CrawleyEdited byMatthew HannamMusic by Scott Walker (score) Sia (songs) Productioncompanies Kill...
Irish botanical artist Lydia ShackletonBorn(1828-11-22)22 November 1828Ballitore, IrelandDied10 November 1914(1914-11-10) (aged 85)Rathgar, Dublin, IrelandNationalityIrishEducationRoyal Dublin School of Art and DesignKnown forBotanical artist Lydia Shackleton (22 November 1828 – 10 November 1914) was an Irish botanical artist who studied at the Royal Dublin School of Art and Design. She was the first artist-in-residence at the Royal Botanic Gardens in Dublin, creating hundreds of ...
lyrical school別名 tengal6(2010年 - 2012年)出身地 日本ジャンル アイドル ヒップホップ・ミュージック 活動期間 2010年 -レーベル ReleaseRush / FILE RECORDS(2010年 - 2012年) BootRock / T-Palette Records(2012年 - 2015年) キングレコード(2016年)BootRock(2017年 - 2019年) CONNECTONE / JVCKENWOOD Victor Entertainment(2019年 - ) 事務所 NEWTRAL(2010年 - 2012年) BootRock Inc.(2012年 - ) 共同作業者 tofubeats公...
Опис файлу Опис Пам'ятник воїнам-інтернаціоналістам в Новополоцьку Джерело Власне фото Час створення травень 2008 Автор зображення Kamelot Ліцензія див. нижче Ліцензування: Я, власник авторських прав на цей твір, добровільно передаю його у суспільне надбання. У випадку, якщо ...
Chinese steel maker For the National Iranian Steel Company (NISCO), see NISCO (Iran). Nanjing Iron and Steel CompanyTypepublicTraded asSSE: 600282Industrysteel manufacturingFounded1958 (predecessor)18 March 1999 (1999-03-18) (date of incorporation)FounderNanjing Iron and Steel GroupHeadquartersNanjing, ChinaArea servedChinaRevenue CN¥37.601 billion (2017)Net income CN¥03.200 billion (2017)Total assets CN¥37.735 billion (2017)Total equity CN¥11....
Japanese train type Hanshin 5700 seriesSet 5717 in service in December 2021ManufacturerKinki SharyoBuilt atOsakaFamily nameJet-Silver 5700Constructed2015–Entered service24 August 2015Number built28 vehicles (7 sets)Number in service28 vehicles (7 sets)Formation4 cars per trainsetFleet numbers5701–Capacity514 (173 seated)Operator(s)Hanshin Electric RailwayDepot(s)AmagasakiSpecificationsCar body constructionStainless steelCar length18,800 mm (61 ft 8 in)Width2,800 mm (9&...
1932 film Buridan's DonkeyDirected byAlexandre RyderWritten byGaston Arman de Caillavet (play)Robert de Flers (play)André BirabeauAlexandre RyderStarringRené LefèvreColette DarfeuilMona GoyaCinematographyRaymond Agnel Henri BarreyreMusic byJean WienerProductioncompanyPathé-NatanDistributed byPathé-NatanRelease date1932Running time77 minutesCountryFranceLanguageFrench Buridan's Donkey (French: L'âne de Buridan) is a 1932 French comedy film directed by Alexandre Ryder and starring René L...
For the Indiana politician, see Lawrence Buell (politician). Lawrence Ingalls Buell (born 1939) is Powell M. Cabot Professor of American Literature Emeritus at Harvard University, specialist on antebellum American literature and a pioneer of Ecocriticism. He is the 2007 recipient of the Jay Hubbell Medal for Lifetime Achievement in American Literary studies, the highest professional award that the American Literature Section of the MLA can give.[1] He won the 2003 Warren-Brooks Award ...
1977 book by David McCullough The Path Between the Seas Cover of the first edition.AuthorDavid McCulloughCountryUnited StatesLanguageEnglishGenreHistoryPublisherSimon & SchusterPublication date1977Pages698ISBN978-0-671-22563-6Preceded byThe Great Bridge Followed byMornings on Horseback The Path Between the Seas: The Creation of the Panama Canal, 1870–1914 (1977) is a book by the American historian David McCullough, published by Simon & Schuster.[1][2...
Смерть Тристана и Изольды. Миниатюра XV векаКуртуазная литература (нем. höfische Dichtung; фр. poésie courtoise от фр. сourtois — учтивый, вежливый[1])[2] — общее название лирических и повествовательных произведений западноевропейской литературы XI—XV веков, которые опир...
Dr. Abdul Rachman Thaha SH MH Dr. Abdul Rachman Thaha sebagai Anggota Dewan Perwakilan Daerah Republik Indonesia periode 2019–2024Anggota DPD RI 2019-2024Masa jabatan1 Oktober 2019 – masih menjabat Informasi pribadiLahir17 September 1979 (umur 44)Palu, IndonesiaKebangsaanIndonesiaProfesiPengusahaSunting kotak info • L • B Dr. Abdul Rachman Thaha, SH., MH. (lahir 17 September 1979) adalah pengusaha dan Anggota Dewan Perwakilan Daerah Republik Indonesia (DPD RI) ...
Bendung Tegal Bendung Tegal adalah nama bendungan di Desa Kebonagung, Imogiri, Bantul, DIY. Bendung ini melintang di sungai Opak di pinggir Dusun Tegal dan Mamriyan. Referensi Pranala luar Wisata Bendung Tegal yang Sunyi dan Menenangkan[pranala nonaktif permanen]
Indian television actor, host, and model Hussain KuwajerwalaKuwajerwala in 2017BornMumbai, Maharashtra, IndiaOccupationsActoranchormodelYears active1996–presentHeight175 cm (5 ft 9 in)Spouse Tina Kuwajerwala (m. 2005) Hussain Kuwajerwala is an Indian television actor, host and model. After several modelling campaigns and commercials, Kuwajerwala landed a role in the popular soap opera Kyunki Saas Bhi Kabhi Bahu Thi which was followed by a l...
British politician Not to be confused with Margaret Hodges. The Right Honourable DameMargaret HodgeDBE MPOfficial portrait, 2020Chair of the Public Accounts CommitteeIn office10 June 2010 – 30 March 2015Preceded byEdward LeighSucceeded byMeg HillierMinister of State for Culture and TourismIn office22 September 2009 – 11 May 2010Prime MinisterGordon BrownPreceded byBarbara FollettSucceeded byJohn PenroseIn office27 June 2007 – 3 October 2008Prime MinisterGo...
Симабарское восстание Штурм войсками сёгуна замка Хара Дата 17 декабря 1637 — 15 апреля 1638 Место княжество Симабара, провинция Хидзэн, Япония Причина Увеличение феодальных повинностей и ухудшение положения японского крестьянства;Преследование христиан в Японии. Итог Пода...
An n-flake, polyflake, or Sierpinski n-gon,[1]: 1 is a fractal constructed starting from an n-gon. This n-gon is replaced by a flake of smaller n-gons, such that the scaled polygons are placed at the vertices, and sometimes in the center. This process is repeated recursively to result in the fractal. Typically, there is also the restriction that the n-gons must touch yet not overlap. In two dimensions The most common variety of n-flake is two-dimensional (in terms of ...