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French painter Joseph Parrocel (3 October 1646 – 1 March 1704) was a French Baroque painter, best known for his paintings and drawings of battle scenes. Joseph ParrocelBorn(1646-10-03)3 October 1646BrignolesDied1 March 1704(1704-03-01) (aged 57)ParisKnown forPaintings of battle scenesChildrenCharles ParrocelRelativesPierre Parrocel (nephew)Jacques-Ignace Parrocel [fr] (nephew)Étienne Parrocel (grandnephew)Patron(s)Louis XIV He was born in Brignoles, into an artistic ...
Roma 15Surat Roma 15:26-27, 32-33 yang tertulis pada naskah Papirus 118 dari abad ke-3.KitabSurat RomaKategoriSurat-surat PaulusBagian Alkitab KristenPerjanjian BaruUrutan dalamKitab Kristen6← pasal 14 pasal 16 → Roma 15 (disingkat Rom 15) adalah bagian Surat Paulus kepada Jemaat di Roma dalam Perjanjian Baru di Alkitab Kristen. Pengarangnya adalah Rasul Paulus, tetapi dituliskan oleh Tertius, seorang Kristen yang saat itu mendampingi Paulus.[1][2] Teks Surat Roma ...
Canisius College kan verwijzen naar: Canisius College (Jakarta), een katholieke school in Jakarta, Indonesië. Canisius College (Nijmegen), een katholieke scholengemeenschap in Nijmegen, Nederland Canisius College (internaat), een jongenskostschool van de orde der jezuïeten in Nijmegen, voorganger van het huidige Canisius College Canisius College (Buffalo), een katholiek college (hogeschool) in Buffalo, NY, Verenigde Staten Bekijk alle artikelen waarvan de titel begint met Canisius Coll...
Australian actress (born 1992) Samara WeavingSamara Weaving on the Red Carpet for the 2022 TIFF Premiere of ChevalierBorn (1992-02-23) 23 February 1992 (age 31)Adelaide, South Australia, AustraliaOccupations Actress model Years active2005–presentSpouse Jimmy Warden (m. 2019)[1]RelativesHugo Weaving (uncle)Harry Greenwood (cousin) Samara Weaving (born 23 February 1992) is an Australian actress and model. She began her career in her home countr...
Battle during the Hundred Years' War Battle of La BrossinièrePart of Hundred Years' WarDate26 September 1423LocationLa Brossinière, FranceResult French victoryBelligerents FranceAnjouMaineBrittany(?) EnglandCommanders and leaders Ambroise of LoréJohn VIII of HarcourtAndré de LohéacLouis of Trémigon John de la Pole Thomas Aubourg Thomas Cliffeton Strength 2,400 soldiers 2,000 soldiers800 archersCasualties and losses 1 knightand a few others (of no title) 1,400–1,700 kil...
Distrik adalah wilayah administratif tingkat satu di Pantai Gading. Distrik-distrik dibentuk pada tahun 2011 dalam upaya untuk lebih mendesentralisasikan negara.[1][2] Setiap distrik dikepalai oleh seorang gubernur, yang ditunjuk oleh dewan menteri (kabinet) pemerintah nasional.[3][4] Daftar Peta distrik Pantai Gading No. peta Distrik Ibu kotadistrik Region Ibu kotaregion Populasi distrik Populasi region[5] Luas distrikkm² 1 Abidjan (District Autonome ...
FlaskPengembangArmin RonacherRilis perdana1 April 2010; 13 tahun lalu (2010-04-01)Rilis stabil1.1.2 / 3 April 2020; 3 tahun lalu (2020-04-03)[1] Repositorigithub.com/pallets/flask Bahasa pemrogramanPythonSistem operasiLintas-platformJenisKerangka kerja aplikasi webLisensiLisensi BSDSitus webhttps://flask.palletsprojects.comFlask adalah kerangka kerja aplikasi web bersifat kerangka kerja mikro yang ditulis dalam bahasa pemrograman Python dan menggunakan dependensi Werkzeug da...
There are a number of different interpretations for easternmost and westernmost; see below for full treatment. This is a list of points in the United States that are farther north, south, east or west than any other location in the country. Also included are extreme points in elevation, extreme distances and other points of peculiar geographic interest. Extreme points in the 50 states: Point Barrow, Ka Lae, Sail Rock, Peaked Island Extreme points in the contiguous 48 states: Northwest Angle, ...
Nota: Artes gráficas redireciona para este artigo. Para outros significados, veja Tipografia. Pictogramas do US National Park Service, nos Estados Unidos Design gráfico é a área de conhecimento e a prática profissional específicas relativas ao ordenamento estético-formal de elementos textuais e não-textuais que compõem peças gráficas destinadas à reprodução com objetivo expressamente comunicacional.[1] É uma forma de comunicar visualmente um conceito, uma ideia, por m...
This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Gabi Martins – news · newspapers · books · scholar · JSTOR (July 2020) (Learn how and when to remove this template message) Gabi MartinsMartins in...
ZTE Max DuoManufacturerZTEModelZ963VL / Z962BLFirst releasedAugust 7, 2015; 8 years ago (2015-08-07)Availability by region August 7, 2015 Australia Canada China France Germany Hong Kong India Indonesia Japan Malaysia Maldives Mongolia Myanmar Saudi Arabia Singapore South Korea Sri Lanka United Kingdom United States Uzbekistan Vietnam TypePhabletDimensions165.1 mm (6.50 in) H 83.8 mm (3.30 in) W 9.1 mm (0.36 in) DMass183 g (6.5 oz)Opera...
Species of butterfly Mexican longwing Ventral view Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Lepidoptera Family: Nymphalidae Genus: Heliconius Species: H. hortense Binomial name Heliconius hortenseGuérin, [1844] Synonyms Heliconia hortensia Heliconius hertensia Heliconius hortense, the Mexican longwing, Mexican heliconian or mountain longwing, is a heliconiid butterfly. Description The basic color of the uppersides of the wing...
Not to be confused with HD DVD. Not to be confused with Holographic Versatile Disc. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: High-Definition Versatile Disc – news · newspapers · books · scholar · JSTOR (September 2008) (Learn how and when to remove this template message) Optical discs General Optical ...
Music and musical traditions of South Korea This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Music of South Korea – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template message) Part of a series on theCulture of Korea Society History People Diaspora Language ...
Мінське відділення Схема Білоруської залізниці Мінське відділення Барановицьке відділення Берестейське відділення Вітебське відділення Гомельське відділення Могильовське відділення Будівництво ділянок сучасної Білоруськ...
Clément (r.) auf einem Dreirad (1895) Gustave-Adolphe Clément, ab 1909 Clément-Bayard[1] (* 1855 in Pierrefonds, Frankreich; † 1928 in Paris), war ein französischer Ingenieur, Erfinder und Industrieller. Er produzierte Reifen und baute Fahrräder, Motoren, Motorräder, Automobile sowie Luftschiffe. Er gilt als einer der Pioniere sowohl des Automobilbaus als auch der Luftschifffahrt. Inhaltsverzeichnis 1 Leben 2 Auszeichnungen 3 Clément-Gladiator 4 Clément-Bayard 5 Clement-Talb...
المسجد المنصوري الكبير إحداثيات 34°26′04″N 35°50′33″E / 34.4345°N 35.8425°E / 34.4345; 35.8425 [1] معلومات عامة الدولة لبنان سنة التأسيس 1314 التصميم والإنشاء النمط المعماري عمارة نورمانية، وعمارة مملوكية معلومات أخرى تعديل مصدري - تعديل المسجد المن...
В Википедии есть статьи о других людях с фамилией Андриё. У этого термина существуют и другие значения, см. Арагон (значения). Луи Арагонфр. Louis Aragon Имя при рождении Луи-Мари Андриё Псевдонимы Arnaud Saint Romain[4], Arnaud de Saint-Roman[4], François la Colère[4], Témoin des martyrs[4] ...
Model for a random simple path A loop-erased random walk in 2D for 10 6 {\displaystyle 10^{6}} steps. In mathematics, loop-erased random walk is a model for a random simple path with important applications in combinatorics, physics and quantum field theory. It is intimately connected to the uniform spanning tree, a model for a random tree. See also random walk for more general treatment of this topic. Definition Assume G is some graph and γ {\displaystyle \gamma } is some path of lengt...
Mukim Tengluمقيم تڠلو Geografi Status Mukim Asal nama N/A Negara Malaysia Negeri Johor Daerah Daerah Mersing Mukim Tenglu Keluasan Tiada info Mukim Tenglu merupakan pecahan kawasan pentadbiran bagi negeri Johor.[1] Johor dibahagikan kepada beberapa buah daerah dan setiap daerah dibahagikan kepada beberapa mukim (subdaerah/subdistrict). Pentadbiran Mukim Tenglu merupakan salah sebuah mukim yang terdapat dalam negara Johor, dan juga merupakan satu dari mukim yang te...