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Henri BergsonLahir18 Oktober 1859Paris, PrancisMeninggal3 Januari 1941PenghargaanPenghargaan Nobel dalam bidang sastra (1927)EraFilsafat abad ke-20KawasanFilsafat BaratAliranFilsafat kontinentalMinat utamaMetafisika, epistemologi, filsafat bahasa, filsafat matematikaGagasan pentingDurasi, intuisi, élan vital, masyarakat terbuka Dipengaruhi Søren Kierkegaard, Baruch Spinoza, Immanuel Kant, William James, Felix Ravaisson-Mollien, Herbert Spencer, Friedrich Wilhelm Joseph von Schelli...

Keluaran 21Kitab Keluaran lengkap pada Kodeks Leningrad, dibuat tahun 1008.KitabKitab KeluaranKategoriTauratBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen2← pasal 20 pasal 22 → Keluaran 21 (disingkat Kel 21) adalah pasal kedua puluh satu Kitab Keluaran dalam Alkitab Ibrani dan Perjanjian Lama di Alkitab Kristen. Termasuk dalam kumpulan kitab Taurat yang disusun oleh Musa.[1] Pasal ini berisi peraturan mengenai budak Ibrani dan jaminan nyawa sesama manusia. ...

Томаш Росицький Томаш Росицький Особисті дані Народження 4 жовтня 1980(1980-10-04) (43 роки)   Прага,  Чехословаччина Зріст 179 см Вага 68 кг Прізвисько Роса[1][2], Маленький Моцарт[3][4] Громадянство  Чехія Позиція Півзахисник Інформація про клуб Поточний клуб

Cimeira de Madrid de 2022 2022 Madrid Summit Cimeira de Madrid de 2022 Tipo Reunião de cúpula Anfitrião Espanha Sede Madrid Data 28-30 de junho de 2022 Participantes Estados-membros da OTAN Site Página oficial Principais tópicos Guerra Russo-UcranianaPandemia de COVID-19 Cronologia Bruxelas 2022 Vilnius 2023 A Cimeira de Madrid de 2022 (português europeu) ou Cúpula de Madri de 2022 (português brasileiro), também referida como 20ª Cimeira da NATO (português europeu) ou 35ª Reunião...

Großer Nordischer Krieg Datum 12. Februar 1700 bis 10. September 1721 Ort Mittel-, Nord- und Osteuropa Ausgang alliierter/russischer Sieg Friedensschluss Präliminarfrieden zu Stockholm, Frieden von Stockholm (1719), Frieden von Stockholm (1720), Frieden von Frederiksborg, Frieden von Nystad Konfliktparteien Schweden 1650 Schwedisches Reich (1700–1721) Schleswig-Holstein-Gottorf (1700–1720)Kurfürstentum Braunschweig-Lüneburg Kurhannover (1700)England Konigreich England (...

坐标：40°00′41″N 116°21′51″E / 40.011352°N 116.364177°E / 40.011352; 116.364177 中国农业大学China Agricultural University中国农业大学校徽校训解民生之多艰，育天下之英才创办时间1905 大清光绪三十一年京师大学堂农科大学1949：北京农业大学学校标识码4111010019学校类型教育部、农业部、北京市人民政府共建的教育部直属副部级大学进入985工程、211工程的研究型大学

judul halaman Buku Philosophiæ Naturalis Principia Mathematica, yang berarti dalam bahasa Latin Prinsip Matematika dari Filsafat Alam adalah sebuah buku karya Isaac Newton. Buku ini diterbitkan pada 5 Juli 1687.[1][2] Dalam buku ini, Newton menyatakan ketiga hukum gerakannya yang membentuk dasar mekanika klasik, serta hukum gravitasi universal, dan penurunan hukum Kepler yang sebelumnya diperoleh secara empiris. Dalam merumuskan teori-teori fisikanya, Newton mengembangkan cab...

Heather WatsonWatson, 2019Kebangsaan Britania RayaLahir19 Mei 1992 (umur 31)Saint Peter Port, GuernseyTinggi170 m (557 ft 9 in)Memulai pro2010Tipe pemainRight-handed (two-handed backhand)Total hadiahUS$5,059,299TunggalRekor (M–K)357–298 (54.5%)Gelar4Peringkat tertinggiNo. 38 (19 Januari 2015)Peringkat saat iniNo. 137 (28 November 2022)Hasil terbaik di Grand Slam (tunggal)Australia Terbuka3R (2013)Prancis Terbuka2R (2011, 2012, 2014, 2015, 2016, 2018)Wimbledon...

Die Liste der Statthalter von Judäa enthält die bekannten Statthalter der römischen Provinz Judäa (bzw. ab 135 der Provinz Syria Palaestina). Die Liste ist nicht vollständig. Inhaltsverzeichnis 1 Judäa 2 Syria Palaestina 3 Literatur 4 Anmerkungen Judäa Die Liste der Präfekten bzw. Prokuratoren von Judäa erfasst den Zeitraum von der Absetzung des Herodes Archelaos 6 n. Chr. bis zum Ende des Bar-Kochba-Aufstands 136 n. Chr. In dieser Zeit wurden Teile Palästinas (und insbesondere Jud�...

Species of shark Velvet dogfish Conservation status Least Concern (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Chondrichthyes Subclass: Elasmobranchii Subdivision: Selachimorpha Order: Squaliformes Family: Somniosidae Genus: ZameusD. S. Jordan & Fowler, 1903 Species: Z. squamulosus Binomial name Zameus squamulosus(Günther, 1877) Range of the velvet dogfish Synonyms Centrophorus squamulosus Günther, 1877 Scymnodon o...

Jobbik – KonzervatívokJobbik – Conservadores Presidente Márton GyöngyösiVicepresidente Balázs AnderRóbert DudásAnita KvárikLászló György LukácsZoltán MagyarDániel Z. KárpátSecretario/a general Gábor SzabóLíder Márton GyöngyösiFundación 24 de octubre de 2003Ideología Actualmente: Nacionalismo húngaro[1]​[2]​Conservadurismo nacionalista[3]​Conservadurismo social[4]​Europeísmo[5]​[6]​Atrapalotodo[7]​Agrarismo[8]​Conser...

This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (March 2017) The NTU RGB-D (Nanyang Technological University's Red Blue Green and Depth information) dataset is a large dataset containing recordings of labeled human activities .[1] This dataset consists of 56,880 action samples containing 4 different modalities (RGB videos, depth map sequences, 3D skeletal data, infrared video...

Chinese video game company Duoyi NetworkIndustryVideo gamesFounded2006; 17 years ago (2006)FounderXu YuzhongHeadquartersGuangzhou, ChinaProductsShenwu series, Dream World series Duoyi Network (simplified Chinese: 多益网络; traditional Chinese: 多益網絡; pinyin: Duō Yì Wǎng Luò), or Duoyi Games, is a Chinese video game company headquartered in Guangzhou, Guangdong. Founded in 2006 by Xu Youzhen, the company is known for developing some of China’s mos...

Invocation of the EU's withdrawal process for Brexit Part of a series of articles onBrexit Withdrawal of the United Kingdom from the European Union Glossary of terms Background European Communities Act 1975 EC membership referendum UK rebate Bruges speech No. No. No. Maastricht Rebels Black Wednesday European Union (Amendment) Act 2008 European Union Act 2011 UK opt-outs from EU legislation Euroscepticism in the UK UK opinion polling on EU membership Campaigns for a referendum People's Pledge...

Em física e demais ciências naturais, um sistema aberto é um sistema completamente permeável à energia e à matéria. Se a fronteira é semipermeável à matéria, ou seja, é seletiva quanto à permeabilidade química, o sistema é dito semiaberto. O oposto de um sistema aberto é um sistema isolado. Nesse a fronteira mostra-se totalmente restritiva ao fluxo de matéria e energia. Sistemas físicos e permeabilidades das fronteiras Sistemas Matéria Energia Calor Trabalho Entropia Volume...

American religious leader Marvin J. Ashton Quorum of the Twelve ApostlesDecember 2, 1971 (1971-12-02) – February 25, 1994 (1994-02-25) LDS Church ApostleDecember 2, 1971 (1971-12-02) – February 25, 1994 (1994-02-25)ReasonDeath of Richard L. EvansReorganizationat end of termRobert D. Hales ordained Assistant to the Quorum of the Twelve ApostlesOctober 3, 1969 (1969-10-03) –...

Collège royal et militaire de Thiron-GardaisHenri de Bourbon-Verneuil, fondateur en 1630 du collège royal de Thiron.PrésentationType Collège (d)Fondation 1630Fermeture 1782Propriétaires Conseil départemental d'Eure-et-Loir (2005-2012), Stéphane Bern (depuis 2012)Site web www.collegeroyal-thirongardais.comLocalisationAdresse 12, rue de l’Abbaye 28480 Thiron-Gardais Thiron-Gardaisroyaume de FranceCoordonnées 48° 18′ 43″ N, 0° 59′ 35″ Emodifier -...

Small structure furnished with a payphone Phone Booth redirects here. For other uses, see Phone Booth (disambiguation). Not to be confused with Money booth or Telephone Booth (song). Replicas of British red telephone boxes in South Lake, Pasadena, California Classic style mid-20th century US telephone booth, still intact in La Crescent, Minnesota, May 2012 A telephone booth, telephone kiosk, telephone call box, telephone box or public call box[1][2] is a tiny structure furnish...

Danau TesBioa Têbêt LaiDanêu TesDanau TesKoordinatKoordinat: 3°13′40″S 102°20′54″E / 3.22778°S 102.34833°E / -3.22778; 102.34833Jenis perairanDanauAliran masuk utamaSungai KetahunAliran keluar utamaSungai KetahunWilayah tangkapan air- km2Terletak di negaraIndonesiaPanjang maksimal5 kilometerLebar maksimal1 kilometerArea permukaan5 km2 (- mi²)Kedalaman rata-rata10 meter (30  kaki)Kedalaman maksimal56 meter (168  kaki)Volume air0,05 km3Keli...

Extinct barony in the Peerage of England Crichel House, the seat of the Sturt family. Baron Alington was a title that was created three times in British history. The first creation came in the Peerage of Ireland on 28 July 1642 when William Alington was made Baron Alington, of Killard in the County of Cork. His second son, the third Baron (who succeeded in the title on the early death of his elder brother), was a Major-General in the English Army. On 5 December 1682 he was created Baron Aling...