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1898 novella by Stephen Crane This article is about the novella by Stephen Crane. For the Van Vogt short story, see The Monster (short story). First edition of The Monster and Other Stories, published in 1899 The Monster is an 1898 novella by American author Stephen Crane (1871–1900). The story takes place in the small, fictional town of Whilomville, New York. An African-American coachman named Henry Johnson, who is employed by the town's physician, Dr. Trescott, becomes horribly disfigured...
Berikut adalah daftar masjid yang ada di Sulawesi Selatan, Indonesia Masjid Agung Maros, Maros Masjid Al-Markaz Al-Islami, Makassar Masjid Al-Markaz, Maros Masjid Amirul Mukminin, Makassar Masjid Universitas Hasanuddin, Makassar Masjid Katangka, Gowa Masjid Lompoe Urwatul Wutsqa, Maros Masjid Nur Balangnipa, Sinjai Masjid Nurul Hilal Dato Tiro, Bulukumba Masjid Raya Makassar, Makassar Masjid Raya Pinrang, Pinrang Masjid Raya Watampone, Bone Masjid Tua Palopo, Palopo Galeri Masjid Raya Makassa...
Pour l’article homonyme, voir Récif Ernest Legouvé. Ernest LegouvéErnest Legouvé vers 1875.FonctionsFauteuil 30 de l'Académie française1er mars 1855 - 14 mars 1903Jacques-François AncelotRené BazinInspecteur général de l'Éducation nationale (d)DirecteurÉcole normale supérieure de jeunes fillesBiographieNaissance 15 février 1807Ancien 2e arrondissement de ParisDécès 14 mars 1903 (à 96 ans)2e arrondissement de ParisSépulture Cimetière de Montmartre, cimetière de...
Pour les articles homonymes, voir Loi de Faraday. En physique, la loi de Lenz-Faraday, ou loi de Faraday, permet de rendre compte des phénomènes macroscopiques d'induction électromagnétique. Elle exprime l'apparition d'une force électromotrice (tension) dans un circuit électrique, lorsque celui-ci est immobile dans un champ magnétique variable ou lorsque le circuit est mobile dans un champ magnétique constant ou permanent. À l'origine empirique, cette loi est fondée sur les travaux...
Canadian-American actor, comedian, and filmmaker (born 1963) This article is about the actor. For other people with similar names, see Michael Myers (disambiguation). Mike MyersOCMyers at the 2017 Invictus GamesBornMichael John Myers (1963-05-25) May 25, 1963 (age 60)[1]Toronto, Ontario, Canada[1]CitizenshipCanadaUnited KingdomUnited StatesOccupationsActorcomedianfilmmakersingermusicianproducerYears active1973–presentSpouses Robin Ruzan (m....
American CurlEsemplare adulto di American Curl Longhair, colore blue tabbyInformazioni genericheLuogo origine California Data origine1981 StandardCFAstandard FIFéstandard TICAstandard WCFstandard Altrostandard LOOF Tipo morfologicoTagliamedia Strutturamediolinea, semi-foreign Manuale Il gatto American Curl è una razza originaria degli Stati Uniti. Prende il nome dalla vistosa caratteristica delle orecchie a forma di ricciolo. Indice 1 Storia 2 Aspetto 3 Salute 4 Nella cultura di massa ...
داكوتا الجنوبية علم شعار الشعار:(بالإنجليزية: Under God the people rule) (1885–) الإحداثيات 44°30′N 100°00′W / 44.5°N 100°W / 44.5; -100 [1] تاريخ التأسيس 2 نوفمبر 1889 سبب التسمية قبيلة داكوتا تقسيم إداري البلد الولايات المتحدة[2][3] التقسيم الأعلى ...
Upazila in Chittagong, BangladeshThanchi থানচিUpazilaAmiakhum FallsCoordinates: 21°47.2′N 92°25.7′E / 21.7867°N 92.4283°E / 21.7867; 92.4283Country BangladeshDivisionChittagongDistrictBandarbanArea • Total1,020.82 km2 (394.14 sq mi)Population (2011) • Total23,591 • Density23/km2 (60/sq mi)Time zoneUTC+6 (BST)WebsiteOfficial Map of Thanchi Thanchi (Bengali: থানচি) is an upazila...
لمعانٍ أخرى، طالع فيفاء (توضيح). جبال فيفا جبال فيفا في محافظة فيفاء الموقع منطقة جازان، السعودية إحداثيات 17°15′N 43°06′E / 17.25°N 43.1°E / 17.25; 43.1 الارتفاع 1,814 متر (5,951 قدم) السلسلة جبال السروات تعديل مصدري - تعديل جبال فيفاء تقع بجنوب السعودية شرق منط...
Obermumpfcomune Obermumpf – Veduta LocalizzazioneStato Svizzera Cantone Argovia DistrettoRheinfelden AmministrazioneLingue ufficialiTedesco TerritorioCoordinate47°31′54″N 7°56′05″E / 47.531667°N 7.934722°E47.531667; 7.934722 (Obermumpf)Coordinate: 47°31′54″N 7°56′05″E / 47.531667°N 7.934722°E47.531667; 7.934722 (Obermumpf) Altitudine366 m s.l.m. Superficie5,06 km² Abitanti1 040 (2017) Densità205,53 a...
Pragmatisme adalah aliran filsafat yang mengajarkan bahwa kebenaran dari segala sesuatu berdasarkan kepada manfaat yang diberikannya.[1] Sesuatu hal ini dinilai dari kebergunaannya bagi tindakan manusia untuk kehidupannya. Pernyataannya dapat berbentuk ucapan, dalil atau teori. Pragmatisme muncul sebagai tradisi pemikiran yang berasal dari dunia Barat dan berkembang khususnya di benua Amerika. Kehadirannya sebagai suatu pemikiran yang berusaha menjawab persoalan kehidupan manusia.[...
Artikel ini bukan mengenai Unsur transaktinida. Unsur transuraniumpada tabel periodik Hidrogen Helium Lithium Berilium Boron Karbon Nitrogen Oksigen Fluor Neon Natrium Magnesium Aluminium Silikon Fosfor Sulfur Clor Argon Potasium Kalsium Skandium Titanium Vanadium Chromium Mangan Besi Cobalt Nikel Tembaga Seng Gallium Germanium Arsen Selen Bromin Kripton Rubidium Strontium Yttrium Zirconium Niobium Molybdenum Technetium Ruthenium Rhodium Palladium Silver Cadmium Indium Tin Antimony Tellurium ...
Informal name for The Trump Organization's business jet N757AF Boeing 757 N757AF landing in McCarran Airport in 2014 Other name(s) Trump Force One Type 757-2J4ER Manufacturer Boeing Registration N757AF First flight 1991-05-21 Owners and operators The Trump Organization Status In Service The Trump Organization's Boeing 757, nicknamed Trump Force One in homage to Air Force One, is an aircraft owned and operated by Donald Trump. The aircraft's nickname gained use during Trump's presidential camp...
Inhabitants of the region of Achaea in the northern Peloponnese For other uses, see Achaeans. Part of a series on the History of Greece Neolithic Greece Pelasgians Greek Bronze Age Helladic Cycladic Minoan Mycenaean Greece 1750 BC–1050 BC Ancient Greece Greek Dark Ages 1050 BC–750 BC Archaic Greece 800 BC–480 BC Classical Greece 500 BC–323BC Hellenistic Greece 323 BC–31 BC Roman Greece 146 BC–330 Medieval Greece Byzantine Greece Frankish and Latin states 1204 Early modern Greece V...
Cycling championships 2023 UEC European Track ChampionshipsVenueGrenchen, SwitzerlandDate(s)8–12 FebruaryVelodromeTissot VelodromeNations participating26[1]Events22 (11 women, 11 men)← 20222024 → The 2023 UEC European Track Championships were the thirteenth edition of the elite UEC European Track Championships in track cycling and took place at the Tissot Velodrome in Grenchen, Switzerland, from 8 to 12 February 2023.[2] Schedule Competitio...
金玟哉김민재 個人信息全名 김민재出生日期 (1996-11-15) 1996年11月15日(27歲)出生地點 韩国庆尚南道统营市身高 1.90米(6英尺3英寸)[1]位置 中后卫俱乐部信息現在所屬 拜仁慕尼黑球衣號碼 3青年隊2012–2014 水原工业高等学校(朝鲜语:수원공업고등학교)2015–2016 延世大学職業俱乐部*年份 球隊 出场 (进球)2016 庆州韩国水力核电FC(英语:Gyeongju Korea Hydro & N...
American artist, film director, and producer (1928–1987) Warhol redirects here. For other uses, see Warhol (disambiguation) and Andy Warhol (disambiguation). Andy WarholWarhol in 1980BornAndrew Warhola Jr.(1928-08-06)August 6, 1928Pittsburgh, Pennsylvania, U.S.DiedFebruary 22, 1987(1987-02-22) (aged 58)New York City, U.S.Resting placeSt. John the Baptist Byzantine Catholic Cemetery, Bethel Park, PennsylvaniaEducationCarnegie Institute of Technology (Carnegie Mellon University)Known...
壶菌门 蛙壺菌的遊離孢子 科学分类 界: 真菌界 Fungi 门: 壶菌门 ChytridiomycotaDoweld 2001 目 壺菌目 Chytridiales 裂壶菌目 Spizellomycetales 單毛菌目 Monoblepharidales 新美鞭菌目 Neocallimastigales 壶菌(英語:Chytridiomycota)是一类具有動孢子(英语:zoospore)的真菌。其名稱来源于希腊文χυτρίδιον(chytridion),意思是“小壶”,因其產生動孢子的結構動孢子囊而得名。壺菌是真菌演�...
Mystical concept of a heavenly man or world This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these messages) This article possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be removed. (June 2020) (Learn how and when to remove this message) This article needs additional citations for verification. P...
هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (مارس 2023) مثال لمخطّط غابيّ المُخَطَّط الغَابِيّ[1] (بالإنجليزية: forest plot) هو رسم بيان�...