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França JúniorLahirJoaquim José da França Júnior(1838-03-18)18 Maret 1838Rio de Janeiro City, Rio de Janeiro, BrasilMeninggal27 November 1890(1890-11-27) (umur 52)Poços de Caldas, Minas Gerais, BrasilPekerjaanJurnalis, pengarang dramaKebangsaan BrasilAlmamaterUniversitas São PauloAliran sastraRomantisismeKarya terkenalMaldita Parentela Joaquim José da França Júnior (18 Maret 1838 — 27 November 1890) adalah seorang pengarang drama, jurnalis dan, awalnya, seorang peluk...

Midnight The Boatyard Jean-Charles Cazin (25 Mei 1840 – 17 Maret 1901) adalah seorang pelukis lansekap, kurator museum, dan ahli keramik berkebangsaan Prancis. Biografi Putra seorang dokter terkenal, FJ Cazin (1788–1864), ia lahir di Samer, Pas-de-Calais.[1] Setelah belajar di Prancis, ia pergi ke Inggris, di mana ia sangat dipengaruhi oleh gerakan pra-Raphael. Gambar-gambar utamanya sebelumnya memiliki minat keagamaan, ditunjukkan dalam contoh-contoh seperti Penerba...

Tanggal dan waktu WU (UTC ±0)ekuinoks dan titik balik matahari di Bumi[1][2] peristiwa ekuinoks titik balik ekuinoks titik balik bulan Maret[3] Juni[4] September[5] Desember[6] tahun tanggal waktu tanggal waktu tanggal waktu tanggal waktu 2019 20 21:58 21 15:54 23 07:50 22 04:19 2020 20 03:50 20 21:43 22 13:31 21 10:03 2021 20 09:37 21 03:32 22 19:21 21 15:59 2022 20 15:33 21 09:14 23 01:04 21 21:48 2023 20 21:25 21 14:58 23 06:50 22 03:28 202...

Canadian TV series or program Timothy Goes to SchoolGenreChildren's television seriesComedySlice of lifePreschoolBased onBooks written by Rosemary WellsDeveloped byKate BarrisDirected byGary HurstVoices ofAustin Di IulioLisa YamanakaAlyson CourtMax MorrowMag RuffmanDarren FrostRob StefaniukTracy RyanLaurie ElliottJoanne VannicolaLinda KashFiona ReidJamie WatsonTheme music composerStan MeissnerOpening themeIt's a Brand New DayEnding themeIt's a Brand New Day (instrumental)ComposerStan Meissne...

Functional group (C=O) For carboxyl as a ligand, see Metal carbonyl. For the web browser, see Carbonyl (web browser). A ketone compound containing a carbonyl group (C=O) For organic chemistry, a carbonyl group is a functional group with the formula C=O, composed of a carbon atom double-bonded to an oxygen atom, and it is divalent at the C atom. It is common to several classes of organic compounds (such as aldehydes, ketones and carboxylic acids), as part of many larger functional groups. A co...

Monowitz Buna-WerkeKamp konsentrasiPabrik IG Farben dalam kompleks kamp Auschwitz IIILetak Monowitz di Polandia.Koordinat50°01′39″N 19°17′17″E / 50.02750°N 19.28806°E / 50.02750; 19.28806Koordinat: 50°01′39″N 19°17′17″E / 50.02750°N 19.28806°E / 50.02750; 19.28806Nama lainnyaMonowitz (nama tempat)Dikenal karenaKamp kerja paksaLetakDekat Oświęcim, Wilayah Polandia yang dianeksasi oleh Jerman NaziDibangun olehIG FarbenDio...

  لمعانٍ أخرى، طالع جيمس برادلي (توضيح). جيمس برادلي   معلومات شخصية الميلاد سنة 1954 (العمر 69–70 سنة)  مواطنة الولايات المتحدة  الأب جون برادلي  الحياة العملية المهنة مؤرخ  اللغات الإنجليزية  تعديل مصدري - تعديل   جيمس برادلي (بالإنجليزية: James Bradley)‏ هو م...

五星上將 前總統德怀特·D·艾森豪威尔Dwight D. Eisenhower第34任美国总统任期1953年1月20日—1961年1月20日副总统理查德·尼克松前任哈里·S·杜鲁门继任约翰·肯尼迪第1任歐洲盟軍最高司令任期1951年4月2日—1952年5月30日总统哈里·S·杜鲁门副职亞瑟·泰德继任馬修·李奇威第16任美國陸軍參謀長任期1945年11月19日—1948年2月6日总统哈里·S·杜鲁门副职約瑟夫·勞頓·科林斯前任喬治·�...

Operation in mathematical calculus This article is about the concept of definite integrals in calculus. For the indefinite integral, see antiderivative. For the set of numbers, see integer. For other uses, see Integral (disambiguation). Area under the curve redirects here. For the pharmacology integral, see Area under the curve (pharmacokinetics). For the statistics concept, see Receiver operating characteristic § Area under the curve. A definite integral of a function can be represente...

A photography term The specified times apply to black/white film. Note that the times are approximate, and vary between different films and ASA numbers, but the table shows in general how the exposure time is adjusted. In photography, reciprocity is the inverse relationship between the intensity and duration of light that determines the reaction of light-sensitive material. Within a normal exposure range for film stock, for example, the reciprocity law states that the film response will be de...

American action crime drama television series starring Telly Savalas For other uses, see Kojak (disambiguation). KojakTitle logo, 1973–1974GenreCrime dramaCreated byAbby Mann(suggested by the book Justice in the Back Room, written by Selwyn Raab)Starring Telly Savalas Dan Frazer Kevin Dobson George Savalas Mark Russell Vince Conti Country of originUnited StatesOriginal languageEnglishNo. of seasons5No. of episodes118 (list of episodes)ProductionExecutive producersAbby MannJames Duff McAdams...

Museo de LemánMusée du Léman Fecha de inauguración 1954Localización  SuizaÁrea haCoordenadas 46°22′48″N 6°14′25″E / 46.38, 6.24018[editar datos en Wikidata] El Museo de Lemán (en francés: Musée du Léman) se encuentra en Nyon, en el país europeo de Suiza,[1]​ frente al puerto deportivo. Fundado en 1954 por el maestro Edgar Pellichet, el Museo de Lemán o Ginebra tiene todo lo que se relaciona al lago de Lemán: el patrimonio (cultural, ...

كونتي روسيني معلومات شخصية الميلاد 25 أبريل 1872(1872-04-25)سلرنو  الوفاة 21 أغسطس 1949 (77 سنة)   روما  مواطنة إيطاليا (18 يونيو 1946–21 أغسطس 1949) مملكة إيطاليا (25 أبريل 1872–18 يونيو 1946)  عضو في أكاديمية لينسيان،  وأكاديمية علوم أقاليم ما وراء البحار  [لغات أخرى]‏  الحيا...

1991 Russian presidential referendum 17 March 1991 Do you consider it necessary to introduce the post of President of the RSFSR elected by popular vote?Results Choice Votes % Yes 53,385,275 71.38% No 21,406,152 28.62% Valid votes 74,791,427 97.86% Invalid or blank votes 1,633,683 2.14% Total votes 76,425,110 100.00% Registered voters/turnout 101,776,550 75.09%      For       Against       Vote not ...

PONY成立1972年代表人物Roberto Mueller總部美國紐約产业運動用品產品運動鞋、運動服裝、體育用品网站[4] PONY（英語：Pony International）是一家美國運動用品生產商，主要生產運動鞋、運動服裝與配件。1972年由Roberto Mueller創立於美國紐約布魯克林，且由與adidas主席Horst Dassler提供了財務的支持（細節可見於Sneaker Wars一書中）。 1980年代，PONY的營業額即達到了800萬美元。品牌更跨足�...

Questa voce sull'argomento film commedia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Le SchpountzFernandel in una scena del filmTitolo originaleLe Schpountz Lingua originalefrancese, italiano Paese di produzioneFrancia Anno1938 Durata160 min Dati tecniciB/Nrapporto: 1,37:1 Generecommedia RegiaMarcel Pagnol SceneggiaturaMarcel Pagnol ProduttoreCharles Pons Casa di produzioneLes Films Marcel Pagnol F...

Understanding of gas properties in terms of molecular motion The temperature of the ideal gas is proportional to the average kinetic energy of its particles. The size of helium atoms relative to their spacing is shown to scale under 1,950 atmospheres of pressure. The atoms have an average speed relative to their size slowed down here two trillion fold from that at room temperature. The kinetic theory of gases is a simple classical model of the thermodynamic behavior of gases. It treats a gas ...

Philosophy of Immanuel Kant, a German philosopher 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's factual accuracy is disputed. Relevant discussion may be found on the talk page. Please help to ensure that disputed statements are reliably sourced. (March 2008) (Learn how and when to remove this message) This article includes a list of general references, but it lacks sufficient corr...

County in South West England This article is about the county in England. For other uses, see Somerset (disambiguation). Ceremonial county in EnglandSomersetCeremonial countyThe Somerset Levels from Glastonbury Tor; St Mary's Church, Bruton; and Pulteney Bridge, BathCoordinates: 51°06′N 2°54′W / 51.100°N 2.900°W / 51.100; -2.900Sovereign stateUnited KingdomConstituent countryEnglandRegionSouth West EnglandEstablishedAncientTime zoneUTC+0 (GMT) • Sum...

American contralto (1907–1986) For other uses, see Kate Smith (disambiguation). Kate SmithSmith in 1943Background informationBirth nameKathryn Elizabeth SmithBorn(1907-05-01)May 1, 1907Greenville, Virginia, U.S.DiedJune 17, 1986(1986-06-17) (aged 79)Raleigh, North Carolina, U.S.OccupationsSingerYears active1926–1976LabelsRCA Victor, Savoy RecordsMusical artist Kathryn Elizabeth Smith (May 1, 1907 – June 17, 1986) was an American contralto.[1][2][3][4]...