Johann Kasimir Johann Strauss Johann Strauss I Johann Albrecht dari Mecklenburg Johann Strauss II Johann Mouse Johann Gottfried Galle Johann Durand Johann Wolfgang Döbereiner Johann Ernst Johann dari Braunschweig Johann Rudolf Zumsteeg Johann Bernoulli Johann Eck Johann Albrecht II Johann Ernest I dari Sachsen-Weimar Johann Jakob Bodmer Johann Strauss III Johann Pachelbel Johann dari Sachsen Johann Heinrich Lambert Johann Friedrich II Johann Hermann Johann I dari Bayern Johann Sigismund dari Brandenburg Johann Ramaré Johann Georg Hamann Johann Joachim Winckelmann Johann Jakob Scherer Johann Elert Bode Johann Lukas von Hildebrandt Johann Martin Schleyer Johann v…

von Lamont Johann Gustav Droysen Johann Caspar Bluntschli Johann Friedrich III dari Sachsen Johann Friedrich Blumenbach Johann Anton von Pergen Johann von Staupitz Johann Ernest dari Sachsen-Eisenach Johann Jakob Balmer Johann Christoph Wendland Johann Pistorius Johann Friedrich I dari Sachsen Zita Johann Johann Wolfgang von Goethe Johann Ludwig Burckhardt Johann Balthasar Neumann Johann Zarco Johann Gottlieb Fichte Johann Matthias Gesn

er Johann Sebastian Bach Johann Hari Johann Tetzel Johann Adam Schall von Bell Johann Bernhard Fischer von Erlach Johann Joachim Quantz Johann Bayer Johann Heinrich von Thünen Johann Schneider-Ammann Johann Jakob Wettstein Johann Heinrich Füssli Johann Berthelsen Johann Ernst III, Adipati Sachsen-Weimar Johann Ruchrat von Wesel Johann Marbach Johann Nepomuk Maelzel Johann Reuchlin Johann Friedrich Struensee Johann Baptist Zimmermann Johann Friedrich Gmelin Johann (1801-1873) Johann Stamitz Johann Matthäus Bechstein Johann Georg Hiedler Johann Friedrich Pfaff Johann Gottfried Herder Johann II dari Liechtenstein Johann Christian Poggendorff Johann Jakob Bachofen Johann Emanuel Veith Johann Bernhard Basedow Johann Friedrich Her

 Portugal Parada de Ester e Ester    Freguesia   Ruínas da muralha das Portas de MontemuroRuínas da muralha das Portas de Montemuro Localização Município Castro Daire História Fundação 28 de janeiro de 2013 Administração Tipo Junta de freguesia Presidente Nuno Miguel Martins Crescêncio (PPD/PSD.CDS-PP) (2017 - presente) Características geográficas Área total 40,25 km² População total (2011) 874 hab. Densidade 21,7 hab./km² Parada de Ester…

Gedung Merdeka saat berlangsungnya Konferensi Asia Afrika Video luarArsip Konferensi Asia-Afrika di Bandung Konfrensi Asia Afrika oleh Humas Arsip Nasional RI. Konferensi Tingkat Tinggi Asia-Afrika (disingkat KTT Asia Afrika atau KAA; kadang juga disebut Konferensi Bandung) adalah sebuah konferensi antara negara-negara Asia dan Afrika, yang kebanyakan baru saja memperoleh kemerdekaan. KAA diselenggarakan oleh Indonesia, Myanmar (dahulu Burma), Sri Lanka (dahulu Ceylon), India dan Pakistan dan di…

Королівство літаKingdom of SummerЖанр епічне фентезіісторичне фентезіФорма романАвтор Джилліан БредшоуМова англійськаОпубліковано червень 1982Країна  СШАВидавництво SignetХудожник обкладинки Fred MarcellinodПопередній твір «Травневий яструб»Наступний твір «У зимовій тіні»ISBN-1…

Portugal op de Olympische Spelen Land Portugal IOC-landcode POR NOC Comité Olímpico de Portugal(pt) externe link Olympische Zomerspelen 2008 in Peking Vlaggendrager Nelson Évora Aantal deelnemers 77 Aantal disciplines 16 MedaillesRang: 47 goud1 zilver1 brons0 totaal2 Portugal op de Zomerspelen 1912 · 1920 · 1924 · 1928 · 1932 · 1936 · 1948 · 1952 · 1956 · 1960 · 1964 · 1968 · 1972 · 1976 · 1980 · 1984 · 1988 · 1992 · 1996 · 2000 · 2004 · 2008 · 2012 · 2016 · 2020…

2014 single by The Magician featuring Years & YearsSunlightSingle by The Magician featuring Years & YearsReleased26 September 2014Recorded2014GenreHouse[1]Length3:47LabelFFRRSongwriter(s)Stephen FasanoOlly AlexanderMark RalphProducer(s)The MagicianThe Magician singles chronology When the Night Is Over (2013) Sunlight (2014) Together (2015) Years & Years singles chronology Take Shelter(2014) Sunlight(2014) Desire(2014) Sunlight is a song by Belgian DJ and record produc…

Piala Thomas dan Uber 2012Informasi turnamenEdisiThomas: ke-27Uber: ke-24LevelInternasionalJadwalpenyelenggaraan20–27 Mei 2012TempatpenyelenggaraanPusat Olahraga Wuhan Wuhan, TiongkokNegaraThomas: 12Uber: 12Hasil turnamenThomas TiongkokUber Tiongkok ← 2010 2014 → Piala Thomas dan Uber 2012 adalah penyelenggaraan bersama turnamen bulu tangkis Piala Thomas dan Piala Uber. Kompetisi ini menjadi edisi ke-27 Piala Thomas dan edisi ke-24 Piala Uber. Putaran final turnamen ini diselengg…

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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. (January 2023) This article may have been created or edited in return for undisclosed payments, a violation of Wikipedia's terms of use. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. (May 2022) Sif SagaSif Saga in 2020BornSif Saga Dagbjartsdóttir (1997-09-20) 20 September 1997 (age…

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Juno musical – news · newspapers · books · scholar · JSTOR (December 2021) (Learn how and when to remove this template message) JunoOriginal Cast RecordingMusicMarc BlitzsteinLyricsMarc BlitzsteinBookJoseph SteinBasisPlay by Seán O'Casey Juno and the Paycock…

American physicist (1908–1991) Milton Spinoza PlessetCopenhagen 1963Born(1908-02-07)February 7, 1908Pittsburgh, PennsylvaniaDiedFebruary 19, 1991(1991-02-19) (aged 83)CitizenshipUnited StatesAlma materUniversity of Pittsburgh Yale UniversityKnown forRayleigh-Plesset equation Møller–Plesset perturbation theoryAwardsASME Fluids Engineering Award[1]Scientific careerFieldsFluid dynamicsInstitutionsUniversity of Rochester California Institute of TechnologyDoctoral advisorJ…

Sets with no element in common This article is about the mathematical concept. For the data structure, see Disjoint-set data structure. Two disjoint sets In set theory in mathematics and formal logic, two sets are said to be disjoint sets if they have no element in common. Equivalently, two disjoint sets are sets whose intersection is the empty set.[1] For example, {1, 2, 3} and {4, 5, 6} are disjoint sets, while {1, 2, 3} and {3, 4, 5} are not disjoint. A collection of two or more sets …

South Korean artistic gymnast In this Korean name, the family name is Shin. Shin Sol-yi신솔이Shin at the 2019 Junior World ChampionshipsPersonal informationFull nameShin Sol-yiAlternative name(s)Sin Sol-iCountry represented South KoreaBorn (2004-07-14) July 14, 2004 (age 19)Chungbuk, South KoreaHometownChungjuDisciplineWomen's artistic gymnasticsLevelSenior international eliteHead coach(es)Lee Jeong-sikFormer coach(es)Ahn Young-mi Medal record Representing  South…

2016 film score by Steve JablonskyTeenage Mutant Ninja Turtles: Out of the Shadows (Music from the Motion Picture)Film score by Steve JablonskyReleasedJune 3, 2016GenreFilm scoreLength68:51LabelParamount MusicProducerSteve JablonskySteve Jablonsky chronology Keanu(2016) Teenage Mutant Ninja Turtles: Out of the Shadows(2016) Deepwater Horizon(2016) Teenage Mutant Ninja Turtles: Out of the Shadows (Music from the Motion Picture) is the soundtrack album to the 2016 film of the same name, wh…

The White ShroudAl-Kafn Al-AbyadDates of operation2014 – Unknown[1]Group(s) Liwa al-Mujahid Omar al-Mukhtar Liwa al-Qadisiya al-Islamiya HeadquartersAbu KamalActive regionsDeir ez-Zor Governorate[1]IdeologySunni Islam[1]SizeSeveral Dozen[2]Part ofAuthenticity and Development FrontOpponents Islamic State of Iraq and the Levant[1]Battles and warsSyrian Civil WarSucceeded byLions of the East Army vteSyrian civil war Timeline January–April 2011 M…

Der aktuelle Oberbürgermeister Pit Clausen, 2009 Dieser Artikel beschreibt die Geschichte der Stadtoberhäupter von Bielefeld. An der Spitze der Altstadt Bielefeld stand zunächst der vom Landesherrn ernannte Richter. Doch ist seit 1243 auch ein Rat nachweisbar, der zugleich das Schöffenkollegium bildete. Vorsitzender war ein eigens eingesetzter Richter. Ein Bürgermeister wird zuerst 1265 genannt. Später gab es einen sitzenden und einen „alten Rat“. In der Neustadt ist seit 1317 ein Rat …

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Februari 2023. Majelis Daarul MukhtarJenisMajelis Ta'limDidirikan2003AfiliasiPendidikan IslamPendiriHaji MukhtarLokasiJakarta, Situs webWebsite Resmi Majelis Ta'lim & Rubath Daarul Mukhtar didirikan pada tanggal 10 Januari 2003 oleh Almarhum Haji Mukhtar. Pada wakt…

Indian actor (born 1973) Ram KapoorKapoor in 2017BornRam Kapoor1 September 1973 (1973-09) (age 50)Alma materKodaikanal International SchoolOccupationActorYears active1997–presentKnown for Manshaa Kasamh Se Bade Achhe Lagte Hain Dil Ki Baatein Dil Hi Jaane Humshakals Spouse Gautami Kapoor ​(m. 2003)​Children2 Ram Kapoor ([raːm kəpuːr]; born 1 September 1973) is an Indian actor who works in films and television serials. He gained p…

Pour les articles homonymes, voir CNR. Conseil national de la rechercheConsiglio Nazionale delle RicercheLe bâtiment du siège sur la piazzale Aldo Moro à Rome.HistoireFondation 18 novembre 1923CadreSigle CNRType Agence publiqueDomaine d'activité Recherche scientifiqueSiège RomePays ItalieLangue de travail ItalienOrganisationPrésidente Maria Chiara Carrozza (depuis 2021)Organisation mère Ministère de l'Éducation, de l'Enseignement supérieur et de la RechercheSite web (it + en)…

Italian airline You can help expand this article with text translated from the corresponding article in Italian. (December 2020) Click [show] for important translation instructions. View a machine-translated version of the Italian 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 th…

Geometrical shell Not to be confused with Vocaloid. Focaloid in 3D In geometry, a focaloid is a shell bounded by two concentric, confocal ellipses (in 2D) or ellipsoids (in 3D). When the thickness of the shell becomes negligible, it is called a thin focaloid. Mathematical definition (3D) If one boundary surface is given by x 2 a 2 + y 2 b 2 + z 2 c 2 = 1 {\displaystyle {\frac {x^{2}}{a^{2}}}+{\frac {y^{2}}{b^{2}}}+{\frac {z^{2}}{c^{2}}}=1} with semiaxes a, b, c the second surface …