Broadway shows
|
Read other articles:
Singh Is BlingSutradaraPrabhu DevaProduserAshvini YardiDitulis olehShiraz AhmedPemeranAkshay KumarAmy JacksonLara DuttaKay Kay MenonKunal KapoorPenata musikSongs:Meet Bros AnjjanManj MusikSajid-WajidSneha KhanwalkarBackground Score:Sandeep ShirodkarSinematograferDudleyPenyuntingSteven BernardPerusahaanproduksiGrazing Goat Pictures Pvt. LtdDistributorPen India Limited (India)Eros International (Overseas)Tanggal rilis 2 Oktober 2015 (2015-10-02) [1][2]Durasi139 minute...
American poet Steven SaterBornEvansville, Indiana, United StatesAlma materWashington University in St. Louis Princeton UniversityOccupation(s)Poet, playwright, lyricist, television writer, screenwriter Steven Sater is a Tony Award, Grammy Award, and Laurence Olivier Award-winning American poet, playwright, lyricist, television writer and screenwriter. He is best known for writing the book and lyrics for the Tony Award-winning 2006 Broadway musical Spring Awakening.[1] Early life ...
لمعانٍ أخرى، طالع معاهدة باريس (توضيح). معاهدات باريس للسلاممعلومات عامةالنوع معاهدة سلام الأطراف القائمة ... المملكة المتحدة — الولايات المتحدة — الاتحاد السوفيتي — فرنسا — إيطاليا — رومانيا — المجر — بلغاريا — فنلندا تعديل - تعديل مصدري - تعديل ويكي بيانات أس...
Pour les articles homonymes, voir Reuilly. Reuilly L'hôtel de ville en 2009. Blason Logo Administration Pays France Région Centre-Val de Loire Département Indre Arrondissement Issoudun Intercommunalité Communauté de communes du Pays d’Issoudun Maire Mandat Yves Guesnard 2020-2026 Code postal 36260 Code commune 36171 Démographie Gentilé Reuillois Populationmunicipale 1 995 hab. (2021 ) Densité 77 hab./km2 Géographie Coordonnées 47° 05′ 05″ nord, ...
Una possibile deformazione di una curva attorno alla sfera 2-dimensionale in un punto. In topologia, uno spazio topologico è semplicemente connesso se è connesso per archi e il suo gruppo fondamentale è il gruppo banale, ovvero se ogni curva chiusa può essere deformata fino a ridursi a un singolo punto. Più intuitivamente, uno spazio topologico è semplicemente connesso se è fatto di un pezzo solo e non ha buchi. Esempi di spazi semplicemente connessi sono la palla (con o senza la parte...
Indian writer Vyloppilli Sreedhara Menonവൈലോപ്പിള്ളി ശ്രീധരമേനോൻBorn(1911-05-11)11 May 1911Kaloor, CochinDied22 December 1985(1985-12-22) (aged 74)Pen nameVyloppilliOccupationpoet writerLanguageMalayalamNationalityIndianGenrePoetryNotable worksKudiyozhikkalKannikkoythuMambazhamMakarakoythuKaipavallariVidaNotable awards1964 Kerala Sahitya Akademi Award1971 Odakkuzhal Award1971 Sahitya Akademi Award1981 Vayalar AwardSpouseBh...
Highway in South Dakota This article is about the section of Interstate 29 in South Dakota. For the entire route, see Interstate 29. Interstate 29I-29 highlighted in redRoute informationMaintained by SDDOTLength252.50 mi[1] (406.36 km)NHSEntire routeMajor junctionsSouth end I-29 at Iowa state lineMajor intersections US 18 concurrency near Canton I-229 in Sioux Falls I-90 near Sioux Falls US 14 in Brookings US 212 in Watertown US 81 near Watertow...
普尼Pougny 法國市镇 徽章普尼的位置 普尼显示法国的地图普尼显示安省的地图坐标:46°08′23″N 5°56′58″E / 46.1397°N 5.9494°E / 46.1397; 5.9494国家 法國大区 奥弗涅-罗讷-阿尔卑斯大区省 安省区热克斯区面积1 • 市镇7.77 平方公里(3.00 平方英里)人口(2021年)[1] • 市镇796人 • 密度102人/平方公里(265人/平�...
Langenhagen PferdemarktJunction stationStation building (2009)General informationLocationBahnhofplatz 9, Langenhagen Pferdemarkt, Lower SaxonyGermanyCoordinates52°27′02″N 9°44′11″E / 52.45067°N 9.73628°E / 52.45067; 9.73628Line(s) Hanover–Hamburg (km 11.4) Hanover–Buchholz (km 11.4) Langenhagen Pferdemarkt–Hannover Airport (km 0.0)[1] Platforms2 (previously 4)ConstructionArchitectErnst Moeller, Alexander Behnes, KED HannoverArchitectural style...
Lucio Domizio EnobarboConsole della Repubblica romanaNome originaleLucius Domitius Ahenobarbus Nascita100 a.C. circaRoma Morte48 a.C.Farsalo ConiugePorcia Maggiore FigliGneo Domizio Enobarbo GensDomitia PadreGneo Domizio Enobarbo Madre? Edilità61 a.C. Pretura52 a.C. Consolato54 a.C. Lucio Domizio Enobarbo (latino: Lucius Domitius Ahenobarbus; Roma, 100 a.C. circa – Farsalo, 48 a.C.) è stato un politico e generale romano del I secolo a.C. Fu un console oppositore del triumvirato e sos...
كارل بالانتاين معلومات شخصية الميلاد 27 سبتمبر 1917(1917-09-27)شيكاغو الوفاة 3 نوفمبر 2009 (92 سنة)هوليوود هيلز، الولايات المتحدة سبب الوفاة مرض مواطنة الولايات المتحدة الحياة العملية المهنة ممثل، كوميدي اللغة الأم الإنجليزية اللغات الإنجليزية سنوات النشاط 1949-2009 الموا...
Genus within the mongoose family HerpestesTemporal range: Oligocene to present Egyptian mongoose Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Carnivora Suborder: Feliformia Family: Herpestidae Subfamily: Herpestinae Genus: HerpestesIlliger, 1811 Type species Mustela ichneumon[1](Linnaeus, 1758) Species see table Synonyms Galerella Gray, 1864 Ophiovora Herpestes is a genus within the mongoose family Herpestidae. Several species i...
Regular decayotton(9-simplex) Orthogonal projectioninside Petrie polygon Type Regular 9-polytope Family simplex Schläfli symbol {3,3,3,3,3,3,3,3} Coxeter-Dynkin diagram 8-faces 10 8-simplex 7-faces 45 7-simplex 6-faces 120 6-simplex 5-faces 210 5-simplex 4-faces 252 5-cell Cells 210 tetrahedron Faces 120 triangle Edges 45 Vertices 10 Vertex figure 8-simplex Petrie polygon decagon Coxeter group A9 [3,3,3,3,3,3,3,3] Dual Self-dual Properties convex In geometry, a 9-simplex is a self-dual regu...
«Русское Собрание» Лидер Д. П. Голицын, Н. А. Энгельгардт, М. Л. Шаховской, А. Н. Лобанов-Ростовский, Н. Н. Пешков, Н. Ф. Гейден, П. Н. Апраксин, Н. Н. Белявский Основана ноябрь 1900 года Упразднена февраль — март 1917 года, попытка возрождения предпринималась в 1918 —1919...
Quaker meeting house in Surrey, England Church in Surrey , United KingdomGodalming Friends Meeting HouseThe meeting house from the south-southeast Location map and quick summary Godalming Friends Meeting House51°11′07″N 0°37′04″W / 51.185303°N 0.617744°W / 51.185303; -0.617744LocationThe Mint, Mill Lane, Godalming, Surrey GU7 1HBCountryUnited KingdomDenominationQuakerHistoryStatusFriends meeting houseFoundedc. 1687[1]ArchitectureFunctional stat...
Human settlement in ScotlandSpottSpott Parish ChurchSpottShow map of East LothianSpottLocation within ScotlandShow map of ScotlandOS grid referenceNT673755Civil parishSpottCouncil areaEast Lothian CouncilLieutenancy areaEast LothianCountryScotlandSovereign stateUnited KingdomPost townDUNBARPostcode districtEH42Dialling code01368PoliceScotlandFireScottishAmbulanceScottish UK ParliamentEast LothianScottish ParliamentEast Lothian List of places UK Sc...
Line of longitude Anti-Meridian redirects here. For the Brave Saint Saturn album, see Brave Saint Saturn § Discography. Not to be confused with ante meridiem (AM), the time before midday, for which see 12-hour clock. The 180th meridian on a map of Earth. Map all coordinates using OpenStreetMap Download coordinates as: KML GPX (all coordinates) GPX (primary coordinates) GPX (secondary coordinates) The International Date Line zigzags around the 180th Meridian. The 180th meridian or antime...
Book by Wallace Stevens First edition Harmonium is a book of poetry by American poet Wallace Stevens. His first book at the age of forty-four, it was published in 1923 by Knopf in an edition of 1500 copies. This collection comprises 85 poems, ranging in length from just a few lines (Life Is Motion) to several hundred (The Comedian as the Letter C) (see the footnotes[1] for the table of contents). Harmonium was reissued in 1931 with three poems omitted and fourteen new poems added.[...
American economist Robin Elizabeth WellsWells in 2010Born1959NationalityAmericanSpousePaul KrugmanAcademic careerFieldInternational financeContract theoryInstitutionStanford Graduate School of BusinessMIT Department of EconomicsPrinceton University Department of EconomicsAlma materUniversity of Chicago (BA)University of California, Berkeley (PhD) Robin Elizabeth Wells (born 1959)[1] is an American economist. She is the co-author of several economics texts, mostly with her husband...
Pour les articles homonymes, voir Montell. Donny Montell Donny Montell en 2016.Informations générales Nom de naissance Donatas Montvydas Naissance 22 octobre 1987 (36 ans)Vilnius, Lituanie Activité principale Chanteur Genre musical Pop modifier Donny Montell, de son vrai nom Donatas Montvydas, né le 22 octobre 1987 à Vilnius en Lituanie, est un chanteur lituanien. Biographie Donny Montell au Concours Eurovision de la Chanson 2016. Le 3 mars 2012, il est choisi pour représenter la ...