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Monumen Zinzendorf di Herrnhut Herrnhut adalah sebuah kota di distrik Saksen, Jerman yang berdiri atas kemurahhatian Nikolaus Ludwig von Zinzendorf terhadap pengungsi dari Moravia.[1] Kata Herrnhut berasal dari frasa Obhut des Herrn berarti pemeliharaan/perlindungan Tuhan.[2] Kota ini pada awalnya adalah koloni di daerah Saksen yang disediakan oleh Zinzendorf untuk menampung para pengungsi dari Moravia yang dikejar-kejar oleh pemerintah Austria yang Katolik karena mereka menga...

Manufacturer of telescopes, etc., based in Watsonville, California For other uses, see Meade (disambiguation). Meade Acquisition Corp dba Meade InstrumentsCompany typePrivateIndustryManufacturingFounded1972HeadquartersWatsonville, California, United StatesKey peoplePeter Moreo, President[1] Deborah Woodward VP OpsProductsOptical and electromechanical instrumentsOwnerOptronic Holding CorpWebsitemeade.com The Meade Instruments (also shortened to Meade) is an American multinational compa...

Strada statale 188Centro Occidentale SiculaLocalizzazioneStato Italia Regioni Sicilia Province Trapani Agrigento Palermo DatiClassificazioneStrada statale InizioMarsala FineLercara Friddi Lunghezza159,600[1] km Provvedimento di istituzioneD.P.R. 27 maggio 1953, n. 782[2] GestoreANAS Manuale La strada statale 188 Centro Occidentale Sicula (SS 188) è una strada statale italiana che taglia latitudinalmente la Sicilia occidentale da Marsala a Lercara Friddi. S...

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (مارس 2016) نادي زاناكو الاسم الكامل نادي زاناكو الرياضي اللقب المصرفيون، المثيرون، لوس بانكيروس تأسس عام 1985 الملعب م�...

Bombardements atomiques d'Hiroshima et de Nagasaki Images des champignons atomiques à Hiroshima (à gauche) et Nagasaki (à droite). Informations générales Date 6 et 9 août 1945 Lieu Hiroshima et Nagasaki, empire du Japon Issue Capitulation du Japon Belligérants États-Unis Empire du Japon Forces en présence Armée de l'air des États-Unis Pertes Hiroshima : 68 000 à 140 000 mortsNagasaki : 35 000 à 80 000 mortsTotal : 103 0...

Penobatan Charles III dan CamillaCharles III and Camilla dalam kereta Gold State Coach setelah penobatanTanggal06 Mei 2023 (2023-05-06)TempatBiara WestminsterLokasiLondon, Britania RayaPeserta/Pihak terlibatRaja Charles IIIRatu CamillaPejabat Besar NegaraUskup Agung dan asisten uskup dari Gereja InggrisGarter Principal King of ArmsBangsawan Britania RayaWakil ImanSitus webcoronation.gov.uk Penobatan Charles III dan istrinya, Camilla, sebagai raja dan ratu Britania Raya dan negara-negara ...

Protein-coding gene in the species Homo sapiens PLOD3IdentifiersAliasesPLOD3, LH3, procollagen-lysine,2-oxoglutarate 5-dioxygenase 3External IDsOMIM: 603066 MGI: 1347008 HomoloGene: 843 GeneCards: PLOD3 Gene location (Human)Chr.Chromosome 7 (human)[1]Band7q22.1Start101,205,977 bp[1]End101,218,420 bp[1]Gene location (Mouse)Chr.Chromosome 5 (mouse)[2]Band5 G2|5 76.09 cMStart137,015,873 bp[2]End137,025,502 bp[2]RNA expression patternBgeeHumanM...

Questa voce sugli argomenti Siracusa e golfi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Golfo di NotoParte diMar Ionio Stato Italia Regione Sicilia Provincia Siracusa Coordinate36°49′59.99″N 15°12′00″E / 36.83333°N 15.2°E36.83333; 15.2Coordinate: 36°49′59.99″N 15°12′00″E / 36.83333°N 15.2°E36.83333; 15.2 DimensioniLunghezza40.3 ...

MCMXC redirects here. For the album by Enigma, see MCMXC a.D. 1990 January February March April May June July August September October November December From top-left, clockwise: the 1990 FIFA World Cup is held in Italy and is won by West Germany; the Human Genome Project is launched; The Pale Blue Dot image is taken by Voyager 1; West Germany and East Germany reunify; British police stand on-guard during the poll tax riots; Iraq under Saddam Hussein invades Kuwait, beginning the Gulf War; an...

Madame DuBarryPoster promosional untuk film tersebut.SutradaraWilliam DieterleProduserJack L. WarnerHal B. WallisDitulis olehEdward ChodorovPemeranDolores del RíoReginald OwenVictor JoryPenata musikHeinz RoemheldSinematograferSol PolitoPenyuntingHerbert I. LeedsPerusahaanproduksiWarner BrothersDistributorWarner BrothersTanggal rilis 13 Oktober 1934 (1934-10-13) Durasi79 menitNegaraAmerika SerikatBahasaInggris Madame DuBarry adalah sebuah film sejarah Amerika Serikat tahun 1934 gar...

Recep Peker Mehmet Recep Peker (* 5. Februar 1889 in İstanbul; † 1. April 1950 ebenda) war ein Militär im Osmanischen Reich und der Türkei sowie türkischer Politiker und Ministerpräsident. Peker absolvierte die militärische Mittelschule sowie das militärische Gymnasium von Kocamustafapaşa in İstanbul. 1907 absolvierte er die Marineakademie. 1911 und 1912 kämpfte Peker im Jemen und Tripolitanien. Zwischen 1912 und 1913 kämpfte er in den Balkankriegen. Im Ersten Weltkrieg war Peker...

In this Chinese name, the family name is Yan. Cheuk Wai YanYan in 2023Nationality Hong KongerBorn (1983-10-21) 21 October 1983 (age 40)British Hong KongTCR Asia Series careerDebut season2015Current teamFRD HK RacingCar number63Starts3Previous series2011-15CTCCChampionship titlesCTCCTCR Asia SeriesTCR China Series2011, 2013 & 20152016 [1]2017[2] Cheuk Wai Andy Yan (Chinese: 甄卓偉; born 21 October 1983) is a Hong Kong racing driver currently competing in t...

John Van de KampVan de Kamp pada 2012 Jakwa Agung California 28thMasa jabatan3 Januari 1983 – 7 Januari 1991GubernurGeorge DeukmejianPendahuluGeorge DeukmejianPenggantiDan LungrenJaksa Distrik County Los Angeles ke-37Masa jabatan1 Juli 1975 – 1 Juli 1981PendahuluJoseph P. BuschPenggantiRobert Philibosian Informasi pribadiLahirJohn Kalar Van de Kamp(1936-02-07)7 Februari 1936Pasadena, California, ASMeninggal14 Maret 2017(2017-03-14) (umur 81)Pasadena, California,...

  لمعانٍ أخرى، طالع كولمان (توضيح). كولمان     الإحداثيات 28°48′01″N 82°04′08″W / 28.800277777778°N 82.068888888889°W / 28.800277777778; -82.068888888889   [1] تقسيم إداري  البلد الولايات المتحدة[2]  التقسيم الأعلى مقاطعة سومتر  خصائص جغرافية  المساحة 6.679047 كيلومتر مربع6...

La MemoInformasi pribadiLahir08 Januari 1995 (umur 29)Pulau Osi, Kabupaten Seram Bagian Barat, Maluku, IndonesiaTinggi192 m (629 ft 11 in)Berat88 kg (194 pon) OlahragaOlahragaDayung Rekam medali Dayung Mewakili  Indonesia Pesta Olahraga Asia Jakarta–Palembang 2018 Dayung empat putra Hangzhou 2022 Dayung ganda putra Kejuaraan Asia Ban Chang 2022 Ganda putra Pattaya 2017 Empat putra Beijing 2015 Empat putra Ban Chang 2021 Tunggal putra Pesta Olahraga Asia Te...

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American painter and sculptor (1848–1912) Francis Davis MilletPhotographed circa 1910Born(1848-11-03)November 3, 1848Mattapoisett, Massachusetts, USDiedApril 15, 1912(1912-04-15) (aged 63)Atlantic OceanOccupation(s)Painter, sculptorSpouseElizabeth Merrill (m. 1879)Children4Signature Francis Davis Millet (November 3, 1848[1] – April 15, 1912) was an American academic classical painter, sculptor, and writer who died in the sinking of the RMS Titanic on April 15, 1912. Early lif...

American free software activist and GNU Project founder (born 1953) Stallman redirects here. For the flutist, see Robert Stallman. For the speculative fiction author, see Robert Lester Stallman. Richard StallmanStallman in 2024BornRichard Matthew Stallman (1953-03-16) March 16, 1953 (age 71)New York City, New York, U.S.Other namesrms (RMS)EducationHarvard University (BS)Massachusetts Institute of Technology (attended)OccupationsActivistprogrammerKnown forFree software movementG...

Indie rockOrigini stilisticheRock alternativoGarage rockMusica underground Origini culturaliStati Uniti, Regno Unito (anni 1980) Strumenti tipicivoce, chitarra elettrica, basso elettrico, batteria, tastiera Popolaritàfine anni 2000 e per tutti gli anni 2010 SottogeneriLo-fi - Indie pop - Indietronica - Slowcore Generi derivatiRiot Grrl - Post-rock - Noise rock - Math rock - Emo - Midwest emo Generi correlatiNew wave - Folk psichedelico - Baroque pop - Madchester L'indie rock è un sottogener...

Topological invariant in mathematics This article is about Euler characteristic number. For Euler characteristic class, see Euler class. For Euler number in 3-manifold topology, see Seifert fiber space. In mathematics, and more specifically in algebraic topology and polyhedral combinatorics, the Euler characteristic (or Euler number, or Euler–Poincaré characteristic) is a topological invariant, a number that describes a topological space's shape or structure regardless of the way it is...