Frednes (landsted)
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You can help expand this article with text translated from the corresponding article in Vietnamese. (March 2009) Click [show] for important translation instructions. View a machine-translated version of the Vietnamese 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 the English ...
ТамурехоTamurejoМуніципалітетКраїна ІспаніяАвтономна спільнота ЕстремадураПровінція БадахосКоординати 38°58′59″ пн. ш. 4°55′59″ зх. д. / 38.983° пн. ш. 4.933° зх. д. / 38.983; -4.933Координати: 38°58′59″ пн. ш. 4°55′59″ зх. д. / 38.983° пн.
The Last BarongsaiSutradara Ario Rubbik Produser Rubby Karno Ditulis oleh Titien Wattimena Rano Karno PemeranTio PakusadewoDion WiyokoAzis GagapRano KarnoHengky SolaimanFurry CitraVinessa InezPenata musikPurwacarakaPerusahaanproduksiKarnos FilmTanggal rilisNegara IndonesiaBahasa Indonesia The Last Barongsai merupakan film drama Indonesia yang dirilis pada 26 Januari 2017 dan disutradarai oleh Ario Rubbik. Film ini dibintangi oleh Tio Pakusadewo dan Dion Wiyoko. Diangkat dari novel ...
نخيلة تقسيم إداري البلد سوريا تعديل مصدري - تعديل لمعانٍ أخرى، طالع نخيلة (توضيح). هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2016) يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم ...
Eine Veresterung (auch Esterbildung) ist eine chemische Reaktion, bei der aus einer organischen oder anorganischen Oxosäure und einem Alkohol ein sogenannter Ester gebildet wird. Im klassischen Sinn ist eine Veresterung die Reaktion einer Carbonsäure mit einem Alkohol unter Bildung eines Carbonsäureesters bei Wasserabspaltung. Carbonsäureester lassen sich jedoch auch durch Umsetzung von Alkoholen und bspw. Carbonsäurechloriden oder Carbonsäureanhydriden herstellen. Die Kondensationen an...
2019 single by Will YoungMy LoveRemix single coverSingle by Will Youngfrom the album Lexicon Released24 May 2019Length3:38LabelCooking VinylSongwriter(s) Jim Elliott Mima Stilwell Will Young Producer(s)Richard XWill Young singles chronology All the Songs (2019) My Love (2019) Forever (2020) My Love is a song by British singer Will Young. It was written by Young and Kish Mauve members Mima Stilwell and Jim Elliott for his seventh studio album Lexicon (2019), while production was helmed by Rich...
Professional boxing match Final JudgmentDateSeptember 15, 2018VenueT-Mobile Arena, Paradise, Nevada, U.S.Title(s) on the lineWBA (Super), WBC, IBO, and vacant The Ring middleweight titlesTale of the tapeBoxer Canelo Álvarez Gennady GolovkinNickname Canelo(Cinnamon) GGGHometown Guadalajara, Jalisco, Mexico Karagandy, KazakhstanPre-fight record 49–1–2 (34 KO) 38–0–1 (34 KO)Height 5 ft 8 in (173 cm) 5 ft 10+1⁄2 in (179 cm)Weight 159+2⁄5 lb ...
Spanish footballer In this Spanish name, the first or paternal surname is Rincón and the second or maternal family name is Povedano. Hipólito Rincón Rincon in 2010Personal informationFull name Hipólito Rincón PovedanoDate of birth (1957-04-28) 28 April 1957 (age 66)Place of birth Lavapiés, SpainHeight 1.77 m (5 ft 10 in)Position(s) StrikerYouth career1965–1976 Real MadridSenior career*Years Team Apps (Gls)1976–1981 Real Madrid 16 (3)1976–1977 → Díter...
Hero from the Golden Age of Comics Comics character The ClockFunny Picture Stories #1 (November 1936) by Comic Magazine CompanyPublication informationPublisherComics Magazine Company, Ultem Publications, Quality ComicsFirst appearanceFunny Pages #6 and Funny Picture Stories #1 (November 1936)Created byGeorge BrennerIn-story informationAlter egoBrian O'BrienPartnershipsPug BradyButch The Clock is a fictional masked crime-fighter character created in 1936, during the Golden Age of Comic Books. ...
Japanese association football player 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. (November 2022) Raido YamashitaPersonal informationDate of birth (2004-10-25) 25 October 2004 (age 19)Place of birth Ishikawa, JapanHeight 1.73 m (5 ft 8 in)Position(s) DefenderTeam informationCurrent team Zweigen KanazawaNumber 41Youth career Pateo FC0000–2021 Zweigen KanazawaS...
Arthur L. HorwichLahir1951Tempat tinggalAmerika SerikatKebangsaanAmerika SerikatAlmamaterUniversitas BrownDikenal atasmenemukan aksi kaperoninPenghargaanPenghargaan Hans Neurath, Himpunan Protein (2001) Penghargaan Internasional Yayasan Gairdner (2004)Penghargaan Stein dan Moore, Himpunan Protein (2006) Penghargaan Wiley dalam Ilmu Biomedis (2007) Penghargaan Rosenstiel (2008)Penghargaan Louisa Gross Horwitz (2008)Penghargaan Lasker (2011) Penghargaan Shaw (2012)Karier ilmiahBidangBiologiInst...
Иван Иванович Юрпольский Дата рождения 23 августа 1919(1919-08-23) Место рождения Поташ, УНР (ныне Тальновский район, Черкасская область, Украина)[1] Дата смерти 11 мая 1991(1991-05-11) (71 год) Принадлежность СССР Род войск сухопутные войска Звание генерал-лейтенант Часть 705-й ...
Rowohlt Verlag GmbH Logo Rechtsform GmbH Gründung 1908 Sitz Hamburg Leitung Nicola Bartels (Verlegerische Geschäftsführerin), Christian Jünger (Kaufmännischer Geschäftsführer) Mitarbeiterzahl ca. 150[1] Umsatz 66,5 Mio. Euro (2021)[2] Branche Verlag Website www.rowohlt.de Sitz des Verlags im Bieberhaus, Hamburg, seit März 2019 Der Rowohlt Verlag wurde 1908 in Leipzig gegründet. Heute ist Rowohlt Teil einer Unternehmensgruppe von Buchverlagen in Hamburg (von 1960 bis M...
Koordinat: 42°30′N 74°30′E / 42.500°N 74.500°E / 42.500; 74.500 Provinsi Chui Чүй областыЧуйская область Provinsi Bendera Lambang Negara Kirgizstan Ibu kota Bishkek Area 20.200 km2 (7.799 sq mi) Population 790.438 (2009) Density 39,13 / km² (101 / sq mi) Gubernur Abdrakhmanov Sagynbek Umetalievich ISO 3166-2 KG-C Website: http://www.chuy.in.kg/ Provinsi Chui (bahasa Kirgiz: Чүй областы, Ch...
District in Ontario, CanadaCochrane District District de CochraneDistrictLocation of Cochrane District in Ontario in Red.Coordinates: 50°30′N 83°00′W / 50.500°N 83.000°W / 50.500; -83.000CountryCanadaProvinceOntarioRegionNortheastern OntarioCreated1921SeatCochraneArea[1] • Land141,268.51 km2 (54,544.08 sq mi)Population (2016)[1] • Total79,682 • Density0.6/km2 (2/sq mi)Time zoneUTC−05...
Wichita TransitHeadquarters777 E. Waterman St.LocaleWichita, Kansas, U.S.Service typeBus service, paratransitRoutes17Fleet51 transit bus 26 wheelchair vans[1]Daily ridership3,800 (weekdays, Q2 2023)[2]Annual ridership1,000,000 (2022)[3]Chief executiveSteve Spade[4]Websitewichitatransit.org Wichita Transit is the public transportation department of the City of Wichita which operates paratransit and transit bus services within Wichita, Kansas, United States....
18th century coffee house in Covent Garden, London This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (September 2016) (Learn how and when to remove this template message) Detail from Hogarth's Four Times of the Day, showing a fight breaking out in Tom King's coffee house Tom King's Coffee House (later known as Moll King's Co...
The MEN Media HQ in Manchester, England The Manchester Metro News is a British weekly newspaper published each Friday by Reach plc. It was established in 1987 as a free sister paper to the Manchester Evening News featuring a round up of the week's news. These days the paper also has a 12-page supplement called Metromagazine and a total circulation of 308,589 in the south Manchester area (VFD July to Dec 2004). It has a smaller geographical reach than the M.E.N.. It is delivered in south and e...
Eine Tonstruktur beschreibt ein Tonsystem mit Hilfe von Tönen und Intervallen. Seit der Antike wird der Tonvorrat einer Musikkultur zum einen über die Angabe von Tonhöhen und zum andern über den Begriff des Intervalls wiedergegeben.[1] Heutzutage werden Tonhöhen und Intervalle über Frequenzen und Frequenzverhältnisse beschrieben. Bekannt ist die Musiktheorie des Pythagoras mit Hilfe von Proportionen (= Saitenverhältnisse am Monochord = Kehrwert der Frequenzverhältni...
Fictional character Karen DavisThe Grudge characterSarah Michelle Gellar as Karen DavisFirst appearanceThe GrudgeLast appearanceThe Grudge 3Created byStephen SuscoPortrayed bySarah Michelle GellarIn-universe informationOccupationCaretakerFamilyAubrey Davis(sister; deceased) Mrs. Davis (mother; deceased)Significant otherDoug (boyfriend; deceased)ReligionCatholicStatusDeceasedCause of deathFalling off of building(Murdered by Kayako Saeki) Karen Davis is a fictional character from The Grudge. Be...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!