Francis Wade Hughes
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جون دبليو. دوسن معلومات شخصية الميلاد 21 أكتوبر 1820 كامبريدج تاريخ الوفاة 10 سبتمبر 1877 (56 سنة) مواطنة الولايات المتحدة الحياة العملية المهنة سياسي، وكاتب[1] الحزب الحزب الجمهوريالحزب الديمقراطي اللغات الإنجليزية تعديل مصدري - تعديل جون د�...
Sam V. Stewart Samuel Vernon „Sam“ Stewart (* 2. August 1872 im Monroe County, Ohio; † 15. September 1939 in Helena, Montana) war ein US-amerikanischer Jurist und Politiker und von 1913 bis 1921 der sechste Gouverneur des Bundesstaates Montana. Frühe Jahre Sam Stewart besuchte zunächst das Kansas Normal College und das Kansas State Normal College in Emporia. Anschließend studierte er an der University of Kansas Jura. Im Jahr 1898 legte er das juristische Examen ab. Danach zog St...
English painter and printmaker (1860–1940) For the American lawyer and politician, see Charles W. Bartlett (lawyer). Charles W. BartlettWatercolour self-portrait, 1933Born(1860-06-01)1 June 1860Bridport, Dorset, EnglandDied16 April 1940(1940-04-16) (aged 79)HawaiiNationalityEnglishEducationLondon, ParisKnown forPainting, PrintmakingPatron(s)Anna Rice Cooke Amritsar, 1916, woodblock print Prayers at Sunset (Udaipur, India), c. 1919, woodblock print Surf-Riders, Honolulu, 1919, colo...
← 1894 1902 → Eleição presidencial no Brasil em 1898 1º de março Candidato Campos Sales Lauro Sodré Partido PRP PR Federal Natural de Campinas, São Paulo Belém, Pará Votos 420 286 38 929 Porcentagem 91,52% 8,48% Votação por estado. Presidente do Brasil Titular Prudente de Moraes PR Federal Eleito Campos Sales PRP A eleição presidencial do Brasil de 1898 foi a terceira eleição presidencial e a segunda eleição direta do país. Foi realizada no dia 1º de...
2011 studio album by Kanjani EightFIGHTRegular Edition CoverStudio album by Kanjani EightReleasedNovember 17, 2011 (2011-11-17)Recorded2011GenreJ-pop, rockLength1:02:09LabelImperialProducerIzuru Murakami, Masami Yoshikawa, Julie. K, Johnny H. KitagawaKanjani Eight chronology 8 Uppers(2010) FIGHT(2011) 8EST(2012) Alternative coverSingles from FIGHT T.W.L/Yellow Pansy StreetReleased: April 20, 2011 My HomeReleased: May 11, 2011 365 Nichi KazokuReleased: June 8, 2011 Tsubu...
Some of this article's listed sources may not be reliable. Please help this article by looking for better, more reliable sources. Unreliable citations may be challenged or deleted. (April 2021) (Learn how and when to remove this template message) 1970 single by Aretha FranklinSpirit in the DarkSingle by Aretha Franklinfrom the album Spirit in the Dark B-sideThe Thrill Is GoneReleasedAugust 1970GenreSoulLength3:59LabelAtlantic Records 2731Songwriter(s)Aretha FranklinProducer(s)Arif Mardin, Jer...
この記事には複数の問題があります。改善やノートページでの議論にご協力ください。 出典がまったく示されていないか不十分です。内容に関する文献や情報源が必要です。(2016年1月) 正確性に疑問が呈されています。(2022年7月) あまり重要でない事項が過剰に含まれているおそれがあり、整理が求められています。(2013年2月)出典検索?: イナズマイレブンの...
You can help expand this article with text translated from the corresponding article in German. (July 2009) Click [show] for important translation instructions. View a machine-translated version of the German article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia...
In this name that follows Eastern Slavic naming conventions, the patronymic is Nikolaevich and the family name is Piseev. President Vladimir Putin meeting with Russian Olympic team athletes and coaches. From left to right: Alexei Mishin, Evgeni Plushenko, Valentin Piseev, Elena Berezhnaya, Vladimir Putin, Anton Sikharulidze, Irina Slutskaya, Tamara Moskvina, Zhanna Gromova. Valentin Nikolaevich Piseev (Russian: Валентин Николаевич Писеев; born 28 September 1941 in ...
Croatian nationalist ideology This article is about a Croatian nationalist ideology. For the Croatian ancient homeland before migrating to the regions presently inhabited by Croatians, see White Croatia. One of the visions of the borders of Greater Croatia as advocated by Dobroslav Paraga[1][2] Greater Croatia (Croatian: Velika Hrvatska) is a term applied to certain currents within Croatian nationalism. In one sense, it refers to the territorial scope of the Croatian people, e...
Men's team standard at the 2022 Asian GamesVenueHangzhou Chess AcademyDate29 September – 7 October 2023Competitors61 from 13 nationsMedalists IranParham Maghsoudloo, Amin Tabatabaei, Pouya Idani, Bardia Daneshvar, Amir Reza Pouraghabala IndiaGukesh D, R Praggnanandhaa, Vidit Gujrathi, Arjun Erigaisi, Pentala Harikrishna UzbekistanNodirbek Abdusattorov, Javokhir Sindarov, Nodirbek Yakubboev, Jakhongir Vakhidov, Shamsiddin Vokhidov←&...
For other ships with the same name, see Sir Francis N. Burton (ship). History United Kingdom NameSir Francis N. Burton NamesakeFrancis Nathaniel Burton BuilderFinch's yard, Saint-Roch, Quebec City,[1] or Deschambault-Grondines, Quebec,[2] LaunchedOctober 1825 FateWrecked 7 November 1829 NotesThe smallest in burthen of three vessels named Sir Francis N. Burton launched in Quebec in 1825. This has led to some possible confusion. General characteristics Tons burthen110,[1]...
For other uses, see Eyebrow (disambiguation). Facial feature EyebrowAn eyebrow and eyeDetailsIdentifiersLatinsuperciliumMeSHD005138TA98A15.2.07.023 A16.0.00.017TA2181FMA54237Anatomical terminology[edit on Wikidata] An eyebrow is an area of short hairs above each eye that follows the shape of the lower margin of the brow ridges of some mammals. In humans, eyebrows serve two main functions: first, communication through facial expression, and second, prevention of sweat, water, and other deb...
Cividale del Friuli Cividale del Friuli (Italien) Staat Italien Region Friaul-Julisch Venetien Koordinaten 46° 6′ N, 13° 26′ O46.113.433333333333135Koordinaten: 46° 6′ 0″ N, 13° 26′ 0″ O Höhe 135 m s.l.m. Fläche 50 km² Einwohner 10.875 (31. Dez. 2022)[1] Postleitzahl 33043 Vorwahl 0432 ISTAT-Nummer 030026 Bezeichnung der Bewohner Cividalesi Schutzpatron San Donato Website Cividale del Friuli Cividale d...
НационализмОсновные концепции Нация Национальное государство Национальность Право на самоопределение Самоуправление Народный суверенитет Суверенитет Солидарность Национальная идентичность Национальные символы Типология Гражданский национализм Этнический нацио�...
30th episode of the 3rd season of The Twilight Zone Hocus-Pocus and FrisbyThe Twilight Zone episodeFrisby's AlienEpisode no.Season 3Episode 30Directed byLamont JohnsonStory byFrederic Louis FoxTeleplay byRod SerlingFeatured musicTommy MorganProduction code4833Original air dateApril 13, 1962 (1962-04-13)Guest appearancesAndy Devine: Frisby Milton Selzer: Alien #1 Larry Breitman: Alien #2 Peter Brocco: Alien #3 Howard McNear: Mitchell Dabbs Greer: Scanlan Clem Bevans: Old Ma...
Movement to make Scotland a republic Flag of Scotland Part of the Politics seriesRepublicanism Central concepts Anti-monarchism Democracy Democratization Liberty as non-domination Popular sovereignty Republic Res publica Social contract Schools Classical Federal Kemalism Nasserism Neo-republicanism Venizelism Types of republics Autonomous Capitalist Christian Democratic Federal Federal parliamentary Islamic Parliamentary People's Revolutionary Secular Sister Soviet Important thinkers John Ada...
American actor and comedian Jack McBrayerMcBrayer in New York City in March 2007Born (1973-05-27) May 27, 1973 (age 50)Macon, Georgia, U.S.EducationUniversity of Evansville (BFA)OccupationsActorcomedianYears active1995–present[1] Jack McBrayer (/məkˈbreɪ.ər/; born May 27, 1973) is an American actor and comedian. He gained national exposure for his portrayal of characters on Late Night with Conan O'Brien and as Kenneth Parcell in 30 Rock. For his role in 30 Rock he was ...
6-й фро́нт (яп. 【第六方面軍】) — вище оперативно-стратегічне об'єднання збройних сил Японської імперії, фронт Імперської армії Японії в 1944–1945 роках. Брав участь у японсько-китайській війні (1937–1945) на території Центрального Китаю. Зміст 1 Дані 2 Бойові дії 3 Командування 4 С�...
В математике числом Салема является вещественное целое алгебраическое число α > 1, все сопряжённые которого имеют модуль не больше 1 и по крайней мере одно из них имеет единичный модуль. Числа Салема представляют интерес для диофантовых приближений и гармоническо�...