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2007 single by Spoon For other similarly titled songs, see Underdog (disambiguation) § Songs. The UnderdogSingle by Spoonfrom the album Ga Ga Ga Ga Ga B-sideBring It On Home to MeReleasedJuly 5, 2007 (2007-07-05)Recorded2006–2007GenreIndie rockindie popindie folkLength3:42LabelMergeANTI-Songwriter(s)Britt DanielProducer(s)Jon BrionSpoonSpoon singles chronology Sister Jack (2005) The Underdog (2007) You Got Yr. Cherry Bomb (2007) The Underdog is a song by indie rock band...
Freddy Milton (2008) Freddy Milton (lahir 18 April 1948) adalah penulis dan penggambar buku komik dari Denmark. Ia terkenal karena pekerjaannya kepada komik-komim Walt Disney dan Gnuff. Pranala luar Freddy Milton Diarsipkan 2023-06-08 di Wayback Machine. page on Lambiek.net freddymilton.dk Diarsipkan 2020-10-31 di Wayback Machine. - artist's website Tegneseriemuseets (The Comics Museum in Denmark) biography of Freddy Milton Diarsipkan 2007-04-24 di Wayback Machine. Freddy Milton at I.N.D.U.C....
هذه المقالة عن كيانات سياسية سالفة في فلسطين أو كيانات سياسية تُنادي جهات مختلفة بها، أو تتسمى بها كيانات سياسية غير مستقلة حاليا. لمنطقة فلسطين الواقعة جنوب الساحل الشرقي للبحر المتوسط، طالع فلسطين. لسلطة الحكم الذاتي الفلسطيني في مناطق من الضفة الغربية وقطاع غزة�...
American baseball player Baseball player Rance MulliniksThird baseman / Designated hitter / ShortstopBorn: (1956-01-15) January 15, 1956 (age 68)Tulare, California, U.S.Batted: LeftThrew: RightMLB debutJune 18, 1977, for the California AngelsLast MLB appearanceSeptember 18, 1992, for the Toronto Blue JaysMLB statisticsBatting average.272Home runs73Runs batted in435 Teams California Angels (1977–1979) Kansas City Royals (1980–1981) Toronto Blue Jays (1982...
العلاقات المارشالية المنغولية جزر مارشال منغوليا جزر مارشال منغوليا تعديل مصدري - تعديل العلاقات المارشالية المنغولية هي العلاقات الثنائية التي تجمع بين جزر مارشال ومنغوليا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدول...
Segambut adalah sebuah kecamatan dan daerah pemilihan parlemen di Kuala Lumpur, Malaysia. Dari kondominium kelas atas di Mont Kiara dan Sri Kiara hingga kawasan kelas menengah di Taman Sri Segambut dan Bandar Manjalara, serta kawasan pedesaan Segambut Dalam dan Kampung Sungai Penchala, konstituensi Segambut memiliki basis populasi yang beragam. Segambut pernah menjadi pemukiman Batu Caves sebelum tahun 1974, saat Kuala Lumpur masih menjadi bagian dari Selangor . Transportasi Segambut memiliki...
Pour les articles homonymes, voir KTM (homonymie). Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article contient une ou plusieurs listes (octobre 2018). Ces listes gagneraient à être rédigées sous la forme de paragraphes synthétiques, plus agréables à la lecture, les listes pouvant être aussi introduites par une partie rédigée et sourcée, de façon à bien resituer les différents items.D'autre part, Wikipédia n'a pas pour rôle de constitu...
48 Jam untuk IndahPosterNama lainThe HostageSutradaraJose PoernomoProduser Raam Punjabi[a] Albert[b] Ditulis oleh Baskoro Adi Wuryanto Amit Jethani[c] Pemeran Fedi Nuril Kirana Larasati Raya Adena Verdi Solaiman Penata musik Alvin Callysta Rahadian Winursito SinematograferJose PoernomoPenyunting Agung Nuryadi[d] Aristo Pontoh[e] PerusahaanproduksiMVP PicturesDistributorPrime OriginalsTanggal rilis 15 September 2022 (2022-09-15) Durasi10...
Galaxy in the constellation Centaurus NGC 4444DSS image of NGC 4444Observation data (J2000 epoch)ConstellationCentaurusRight ascension12h 28m 36.419s[1]Declination−43° 15′ 42.15″[1]Redshift0.009771[1]Heliocentric radial velocity2915 km/s[1]Distance(38.8 ± 5.7 Mpc)[2]CharacteristicsTypeSAB(rs)bc[3]Mass5.8 × 109[4] M☉Apparent size (V)2′.4 × 1′.6[5]Other designationsMCG -07-26-007...
Female genital mutilation Worldwide prevalence of female genital mutilationOriginNortheast Africa, possibly Meroë (current Sudan), c. 800 BCE – c. 350 CE[citation needed]Earliest reference163 BCEConcentrationAfrica, Middle East, Indonesia, MalaysiaReligionsMostly Sunni Shafi Muslims, but also Animist, Christian and one Jewish groupRequired by any religionNone except Shafi'i version of Sunni Islam who require removal of the prepuce.[1][2]...
1887 composition by Gabriel Fauré Fauré in 1887 The Pavane in F-sharp minor, Op. 50, is a short work by the French composer Gabriel Fauré written in 1887. It was originally a piano piece, but is better known in Fauré's version for orchestra and optional chorus. It was first performed in Paris in 1888, becoming one of the composer's most popular works. History The work is titled after the slow processional Spanish court dance of the same name.[1] Fauré's original version of the pi...
Keakuratan artikel ini diragukan dan artikel ini perlu diperiksa ulang dengan mencantumkan referensi yang dapat dipertanggungjawabkan. Harap pastikan akurasi artikel ini dengan sumber tepercaya. Lihat diskusi mengenai artikel ini di halaman diskusinya. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) SMP Negeri 1 CilegonInformasiDidirikanJanuari 1958JenisNegeriNomor Statistik Sekolah0052142644Nomor Pokok Sekolah Nasional20606260Kepala SekolahHJ. Reny Damayanti, S.PD., ...
WorthingNama lengkapWorthing Football ClubJulukanThe Rebels, The Mackerel MenBerdiri1886; 137 tahun lalu (1886) (Sebagai Worthing AFC)StadionWoodside Road, Worthing(Kapasitas: 4,000)PemilikGeorge DowellKetuaPete StoneManajerAdam HinshelwoodLigaLiga Conference Wilayah Selatan Inggris Kostum kandang Kostum tandang Worthing Football Club adalah klub sepakbola asosiasi Inggris yang berbasis di Worthing, West Sussex, saat ini bermain di Liga Isthmian Inggris. Klub bermain di Woodside Road. Se...
2003 novel by Mario Vargas Llosa The Way to Paradise 1st editionAuthorMario Vargas LlosaOriginal titleEl paraíso en la otra esquinaTranslatorNatasha WimmerCover artistPaul GauguinLanguageSpanishGenreHistorical novelPublisherFaber and Faber (Eng. trans.)Publication date2003Publication placeUnited StatesPublished in English2004Media typePrint (Paperback)ISBN978-0-571-22039-7OCLC61263831 The Way to Paradise (Spanish: El paraíso en la otra esquina) is a novel published by Ma...
1847 battle during the Conquest of California Battle of La MesaPart of the Conquest of California during the Mexican–American WarDateJanuary 9, 1847LocationRancho San Antonio, Alta California, Mexico (battlefields now parts of)Los Angeles River Modern Cities: Vernon,CA34°0′8.65″N 118°12′17.36″W / 34.0024028°N 118.2048222°W / 34.0024028; -118.2048222Result American victoryBelligerents United States MexicoCommanders and leaders Robert F. StocktonSteph...
Australian rules football club Belconnen MagpiesNamesFull nameBelconnen Magpies Football ClubClub songWe're a Happy Team Belconnen (to the tune of Yankee Doodle Boy)Club detailsFounded1987; 37 years ago (1987)Colours CompetitionAFL CanberraPresidentScott ReidCoachJames BennettCaptain(s)Jack BakerGround(s)The Adero Law Nest (Kippax Oval)Uniforms Home Other informationOfficial websitebelconnenfc.com.au The Belconnen Magpies Football Club is an Australian ru...
This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Gladiators (1992 British TV series) series 5 – news · newspapers · books · scholar · JSTOR (October 2022) Season of television series GladiatorsSeason 5StarringUlrika JonssonJohn FashanuJohn AndersonJohn SachsNo. of episodes16ReleaseOriginal networkIT...
Disambiguazione – Se stai cercando altri significati, vedi Legno (disambigua). Questa voce o sezione sull'argomento botanica è priva o carente di note e riferimenti bibliografici puntuali. Commento: poche note Sebbene vi siano una bibliografia e/o dei collegamenti esterni, manca la contestualizzazione delle fonti con note a piè di pagina o altri riferimenti precisi che indichino puntualmente la provenienza delle informazioni. Puoi migliorare questa voce citando le fonti più precisa...
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Three-dimensional solid For other uses, see Cylinder (disambiguation). CylinderA circular right cylinder of height h and diameter d=2rTypeSmooth surfaceAlgebraic surfaceEuler char.2Symmetry groupO(2)×O(1)Surface area2πr(r + h)Volumeπr2h A cylinder (from Ancient Greek κύλινδρος (kúlindros) 'roller, tumbler')[1] has traditionally been a three-dimensional solid, one of the most basic of curvilinear geometric shapes. In elementary geometry, it is considered a pr...