Read other articles:

Ini adalah nama India; nama Arunachalam merupakan patronimik, bukan nama keluarga, dan tokoh ini dipanggil menggunakan nama depannya, Muruganantham. Arunachalam MurugananthamDr. Nilayani Menghadiri Kampanye Sosial Bersama Arunachal Muruganantham Di California, 2016Lahir1962 (umur 61–62)Coimbatore, Tamil Nadu, IndiaKebangsaanIndiaNama lainPad Man, sebuah film berdasarkan pada kehidupan MurugananthamWarga negaraIndiaPekerjaanPenemu dan wirausahawan sosialOrganisasiJayaashree Ind...

Entry restrictions by the authorities of other states placed on citizens of the Netherlands A Dutch passport, one of the travel documents for Dutch citizens Visa requirements for Dutch citizens are administrative entry restrictions by the authorities of other states placed on citizens of the Netherlands, the joint nationality of the four countries within the Kingdom of the Netherlands. As of 2024, Dutch citizens had visa-free or visa on arrival access to 193 countries and territories, ranking...

Pour les articles homonymes, voir Stoker. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Certaines informations figurant dans cet article ou cette section devraient être mieux reliées aux sources mentionnées dans les sections « Bibliographie », « Sources » ou « Liens externes » (juillet 2017). Vous pouvez améliorer la vérifiabilité en associant ces informations à des références à l'aide d'appels de notes. Bram St...

Questa voce sull'argomento araldica è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Il rosso è uno smalto araldico di colore rosso. Nella rappresentazione monocromatica è simboleggiato da linee parallele verticali. A sinistra: Rosso, a destra: rappresentazione monocromatica Di rosso pieno Rosso nella rappresentazione monocromatica D'argento, alla croce di rosso Di rosso, alla decusse di rosso Di ross...

Letak Troya di Anatolia dekat selat dardanella Troya (Yunani: Τροία, Troia, juga Ίλιον, Ilion; Latin: Trōia, Īlium,[1]; Hittite: Wilusa atau Truwisa) adalah sebuah kota legendaris dan pusat dari Perang Troya seperti yang diceritakan di dalam Kumpulan Cerita-cerita Kepahlawanan Yunani (Inggris: Epic Cycle, Yunani: Επικός Κύκλος) terutama di dalam Iliad, salah satu dari dua puisi kepahlawanan Homer, seorang seniman Yunani Kuno. Saat ini nama tersebut adalah sebuah situs ...

County in California, United States County in California, United StatesHumboldt County, CaliforniaCountyCounty of HumboldtAerial view of Humboldt Bay SealMotto: The Home of the RedwoodsInteractive map of Humboldt CountyLocation in the state of CaliforniaCountryUnited StatesStateCaliforniaRegionCalifornia North CoastIncorporatedMay 12, 1853[1]Named forHumboldt Bay, which was named after Alexander von HumboldtCounty seatEurekaLargest cityEurekaGovernment • TypeCouncil�...

Hindu bathing festival Snana YatraSnana Yatra at Puri Srimandira in 2022Official nameSnana YatraAlso calledSnana PurnimaObserved byOdia PeopleSignificanceBirthday of Lord JagannathDateJyestha Purnima2023 date4 June (Sunda) The Snana Yatra (Odia: ସ୍ନାନ ଯାତ୍ରା), also spelt Snana Jatra, is a bathing festival of deities celebrated on the purnima (full moon day) of the Hindu month of Jyeshtha.[1][2] It is the auspicious birthday of Jagannath. Elephan...

Questa voce sugli argomenti sceneggiatori statunitensi e drammaturghi statunitensi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Tony Kushner nel 2016 Premio Pulitzer nel 1993 Tony Kushner (New York, 16 luglio 1956) è un drammaturgo, sceneggiatore e librettista statunitense. Ha studiato alla Columbia University dove si è laureato nel 1978. Si è poi specializzato alla New York University[1]...

Kongres Amerika Serikat ke-11United States Capitol (1800)Periode4 Maret 1809 – 4 Maret 1811Anggota34 senator142 anggota dewan3 delegasi tanpa suaraMayoritas SenatDemokrat-RepublikPresiden SenatGeorge ClintonMayoritas DPRDemokrat-RepublikKetua DPRJoseph Bradley VarnumPres. Senat Pro TemporeJohn MilledgeAndrew GreggJohn GaillardJohn PopeSesiIstimewa: 4 Maret 1809 – 7 Maret 1809ke-1: 22 Mei 1809 – 28 Juni 1809ke-2: 27 November 1809 – 1 Mei 1810ke-3: 3 Desember 1810 – 3 Maret 1811k...

Unique headings used for bibliographic information For information on authority control usage within Wikipedia, see Help:Authority control. In information science, authority control is a process that organizes information, for example in library catalogs,[1][2][3] by using a single, distinct spelling of a name (heading) or an (generally alphanumeric) identifier for each topic or concept. The word authority in authority control derives from the idea that the names of pe...

Political party in Italy The Democrats I DemocraticiPresidentRomano Prodi (1999)Arturo Parisi (1999–2002)Founded27 February 1999Dissolved23 March 2002Merger ofDemocratic UnionItaly of ValuesThe NetworkMerged intoDemocracy is Freedom – The DaisyHeadquartersPiazza dei Santi Apostoli, 73Rome, ItalyIdeologySocial liberalismChristian leftSocial democracyPolitical positionCentre to centre-leftNational affiliationThe Olive TreeEuropean affiliationEuropean Liberal Democrat and...

Cold War communist schism Albanian–Chinese splitPart of the Cold WarMao Zedong (left) with Enver Hoxha (right) during a meeting in 1956Date1972–1978Location Albania China Caused byRevisionism, Hoxhaism, Maoism and ImperialismResulted inWorsening of Albanian-Chinese diplomatic relations, ultimate termination of tradeLead figures Enver Hoxha Mehmet Shehu Mao Zedong Zhou Enlai The Albanian–Chinese split or Sino–Albanian split was the gradual worsening of relations between the People's So...

Untuk partai politik 1970an dan 1980an, lihat United Arab List (1977). Partai Arab Bersatu القائمة العربية الموحدةNama dalam bahasa Ibraniהרשימה הערבית המאוחדתNama dalam bahasa InggrisUnited Arab ListKetua umumMansour AbbasKetua umumMansour AbbasDibentuk1996 (1996)IdeologiKonservatisme[1]Kepentingan Arab IsraelSolusi dua negaraAnti-ZionismeIslamisme[2][3][4]Konservatisme sosial[5][6]Posisi politi...

Beijing Subway station Tiantongyuanbei天通苑北Northbound platformGeneral informationLocationLitang Road (立汤路)Tiantongyuanbei Subdistrict, Changping District, BeijingChinaCoordinates40°05′01″N 116°24′47″E / 40.083552°N 116.41315°E / 40.083552; 116.41315Operated byBeijing Mass Transit Railway Operation Corporation LimitedLine(s)     Line 5Platforms2 (2 side platforms)Tracks2ConstructionStructure typeElevatedAccessibleYesHist...

  لمعانٍ أخرى، طالع كاكي (توضيح).   لمعانٍ أخرى، طالع خاكي (توضيح). يعد الكاكي لوناً شائعاً في الأزياء العسكرية، كما يظهر به هؤلاء الضباط الألمان والسنغاليين. الكاكي هو درجة من اللون البني الفاتح مع مسحة صفراء. تستخدم العديد من الجيوش في جميع أنحاء العالم الكاكي كلو...

Enceinte de Caernarfon Lieu Caernarfon (pays de Galles) Type d’ouvrage muraille Construction 1283-1292 Matériaux utilisés calcaire Longueur 734 m Ouvert au public oui Contrôlé par Cadw Protection Monument classéPatrimoine mondial Coordonnées 53° 08′ 19″ nord, 4° 16′ 42″ ouest modifier  L'enceinte de Caernarfon est une muraille défensive médiévale protégeant la ville de Caernarfon, au pays de Galles. Édifiée entre 1283 et 1292, s...

Road in Croatia Zagreb bypass in use other motorwaysRoute informationPart of Length48.9 km (30.4 mi)Major junctionsBeltway around ZagrebFrom A2 in Zaprešić interchangeMajor intersections A3 in Jankomir interchange A1 in Lučko interchange A3 in Ivanja Reka interchangeTo A4 and D10 in Sveta Helena interchange LocationCountryCroatiaCountiesCity of Zagreb, Zagreb CountyMajor citiesZagreb, Velika Gorica, Samobor, Zaprešić Highway system Highways in Croatia Lučko interchange (v...

Star orbiting close to the supermassive black hole in the center of the Milky Way S2 Image of the Galactic Center showing the position of S2Credit: ESO / MPE / Gillessen et al. Observation dataEpoch J2000.0      Equinox J2000.0 (ICRS) Constellation Sagittarius Right ascension 17h 45m 40.0442s[1] Declination −29° 00′ 27.975″[1] Characteristics Spectral type B0-2 V[2] AstrometryDistance7,940±420[3]&...

Probability distribution A ratio distribution (also known as a quotient distribution) is a probability distribution constructed as the distribution of the ratio of random variables having two other known distributions. Given two (usually independent) random variables X and Y, the distribution of the random variable Z that is formed as the ratio Z = X/Y is a ratio distribution. An example is the Cauchy distribution (also called the normal ratio distribution), which comes about as the ratio of ...

Duchess of Calabria Maria Clementina of AustriaDuchess of Calabria[1]Portrait by Joseph Hickel, 1796Born(1777-04-24)24 April 1777Villa del Poggio Imperiale, Grand Duchy of TuscanyDied15 November 1801(1801-11-15) (aged 24)Naples, Kingdom of NaplesBurialBasilica of Santa Chiara, NaplesSpouse Prince Francis, Duke of Calabria ​ ​(m. 1797)​Issue Princess Caroline, Duchess of Berry Prince Ferdinando, Duke of Noto NamesMarie Klementine Josepha Johanna ...