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EupodophisRentang fosil: Kapur Akhir, 92 jtyl PreЄ Є O S D C P T J K Pg N ↓ Fosil Eupodophis descouensi Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Sauropsida Subkelas: Diapsida Ordo: Squamata Subordo: Serpentes Genus: EupodophisRage dan Escuillié, 2000 Spesies †E. descouensi Rage dan Escuillié, 2000 (tipe) Eupodophis genus ular yang sudah punah dari periode Kapur Akhir. Hewan ini memiliki dua kaku belakang kecil dan dipercaya sebagai bentuk peralihan antara...
Untuk grup musik, lihat Maskara (grup musik). Maskara dengan tabung dan kuas aplikator. Penggunaan maskara. Maskara adalah kosmetik yang umumnya digunakan untuk memperindah mata. Fungsinya antara lain untuk mempergelap, mempertebal, memperpanjang, dan/atau memperjelas bulu mata. Normalnya, maskara modern berbentuk cair, padat, atau krim, yang terbuat dari beragam bahan, meskipun sebagian besarnya terbuat dari bahan yang sama seperti pigmen, minyak, lilin, dan bahan pengawet. Definisi Collins ...
M. Patanjali Sastri Ketua Hakim Mahkamah Agung IndiaMasa jabatan7 November 1951 – 3 Januari 1954 Informasi pribadiKebangsaanIndiaProfesiHakimSunting kotak info • L • B M. Patanjali Sastri adalah Ketua Hakim Mahkamah Agung India. Ia diangkat sebagai hakim di mahkamah tersebut pada tanggal 26 Januari 1950. Ia lalu terpilih sebagai Ketua Hakim Mahkamah Agung India pada tanggal 7 November 1951. Masa baktinya sebagai hakim di mahkamah tersebut kemudian berakhir pada tangga...
RaiSat 1 - Cultura e spettacolo Paese Italia Data di lancio 27 ottobre 1997 Data chiusura 30 giugno 1999 Sostituito da RaiSat Art Editore RaiSat Diffusione Satellite Digitale in chiaro sul satellite Hotbird RaiSat 1 - Cultura e spettacolo è stato un canale televisivo satellitare gratuito dedicato alla cultura e allo spettacolo, edito da Rai e curato dalla sua direzione RaiSat. Storia e palinsesto Nasce nel 1997, insieme agli altri canali di RaiSat, all'epoca struttura della Rai che si...
Questa voce sull'argomento stagioni delle società calcistiche italiane è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Voce principale: Omegna Calcio 1906. Associazione Sportiva CusianaStagione 1937-1938Sport calcio Squadra Cusiana Allenatore Giuseppe Martinelli Presidente Oreste Lora Lamia Serie C12º posto nel girone C. 1936-1937 1938-1939 Si invita a seguire il modello di voce Questa voce racc...
Logo Sinematek Indonesia Sinematek Indonesia, atau Sinematek saja, adalah pusat arsip film dan data perfilman yang terletak di Jakarta. Didirikan tahun 1975 oleh Misbach Yusa Biran dan Asrul Sani, merupakan arsip film pertama di Asia Tenggara dan satu-satunya di Indonesia. Sinematek menyimpan lebih 2.750 film seluloid, dan ribuan film lain dalam format pita analog, pita magnetik, dan format digital, kebanyakan film Indonesia; baik film cerita, film dokumenter, juga film-film pendek. Sinematek...
Patrice Lumumba sebagai Perdana Menteri Republik Demokratik Kongo. Patrice Lumumba (2 Juli 1925 – 17 Januari 1961) adalah pemimpin anti-kolonial Afrika dan Perdana Menteri Republik Demokratik Kongo pertama yang dipilih secara demokratis, setelah membantu proses kemerdekaan negara itu dari Belgia pada Juni 1960. Sepuluh minggu kemudian, pemerintahan Lumumba dijatuhkan pada kudeta Krisis Kongo. Ia kemudian dipenjara dan dibunuh secara kontroversial pada Januari 1961. Namanya per...
FriendsSingel oleh Justin Bieber dan BloodPopDirilis17 Agustus 2017 (2017-08-17)Genre Pop electro EDM Durasi3:09Label Genpop RBMG Schoolboy Def Jam Republic Pencipta Justin Bieber Michael Tucker Justin Tranter Julia Michaels ProduserBloodPopKronologi singel Justin Bieber 2U (2017) Friends (2017) Hard 2 Face Reality (2018) Kronologi singel BloodPop Friends(2017) Capital Letters(2018) Friends adalah lagu dari penyanyi asal Kanada, Justin Bieber dan produser rekaman asal Amerika S...
この項目には、一部のコンピュータや閲覧ソフトで表示できない文字が含まれています（詳細）。 数字の大字（だいじ）は、漢数字の一種。通常用いる単純な字形の漢数字（小字）の代わりに同じ音の別の漢字を用いるものである。 概要 壱万円日本銀行券（「壱」が大字） 弐千円日本銀行券（「弐」が大字） 漢数字には「一」「二」「三」と続く小字と、「壱」「�...
Swedish politician Josefin Brink Josefin Brink (born 1969) is a Swedish Left Party politician. She has been a member of the Riksdag since 2006. She married Åsa Brunius on 10 July 2011 [1] References ^ Voss, Jon (11 June 2011). Kärlek i luften på Skansen. SVD (in Swedish). Retrieved 29 September 2009. External links Josefin Brink at the Riksdag website vteMembers of the Parliament of Sweden for the Left Party during 2006–2010 Ulla Andersson Marianne Berg Torbjörn Björlund Josefi...
Muslim theologian (853–944) ImamAbu Mansur al-Maturidiأَبُو مَنْصُور ٱلْمَاتُرِيدِيّTitle Shaykh al-Islam ('Shaykh of Islam') Imam al-Huda ('Imam of Guidance') Imam Ahl al-Sunna wa-l-Jama'a ('Imam of the People of the Prophetic Way and Community') PersonalBorn853 CE (238 AH)[1]Samarkand, Samanid Empire (modern-day Uzbekistan)Died944 CE (333 AH; aged 90–91)[1]Samarkand, Samanid Empire (modern-day Uzebekistan)Resting placeChokardiza cemetery, Sama...
1975 studio album by Rick WakemanThe Myths and Legends of King Arthur and the Knights of the Round TableStudio album by Rick WakemanReleased27 March 1975Recorded16 October 1974 – 10 January 1975StudioMorgan, LondonGenreProgressive rockLength44:57LabelA&MProducerRick WakemanRick Wakeman chronology Journey to the Centre of the Earth(1974) The Myths and Legends of King Arthur and the Knights of the Round Table(1975) Lisztomania(1975) 2016 re-recordingRoger Dean artwork The Myths a...
Mariah Carey topped the chart with her song We Belong Together. She also reached No. 15 with Shake It Off and No. 69 with It's Like That featuring Jermaine Dupri and Fatman Scoop. The Billboard Hot 100 is a chart that ranks the best-performing singles of the United States. Its data, published by Billboard magazine and compiled by Nielsen SoundScan, is based collectively on each single's weekly physical and digital sales, as well as airplay and streaming. At the end of a year, Billboard will ...
Railway station in Fengzhen, China This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Fengzhen railway station – news · newspapers · books · scholar · JSTOR (March 2010) (Learn how and when to remove this message) Fengzhen railway station is a station on the Jingbao Railway in Fengzhen, Inner Mongolia, China. See also List of st...
Gearing-class destroyer Not to be confused with USS Lenah Sutcliffe Higbee. USS Higbee (DDR-806) being refueled by USS Ticonderoga (CVA-14), in 1960 History United States NameUSS Higbee NamesakeLenah Higbee BuilderBath Iron Works, Bath, Maine, U.S. Laid down26 June 1944 Launched13 November 1944 Commissioned27 January 1945 Decommissioned15 July 1979 Reclassified DDR-806, 18 March 1949 DD-806, 1 June 1963 Stricken15 July 1979 Nickname(s)Leaping Lenah Honors andawards 1 battle star (World War II...
Pour les articles homonymes, voir Ljungberg. Fredrik Ljungberg Ljungberg lors d'un match caritatif en 2014. Biographie Nom Karl Fredrik Ljungberg Nationalité Suédois Naissance 16 avril 1977 (47 ans) Vittsjö (Suède) Taille 1,75 m (5′ 9″) Période pro. 1994 - 2014 Poste Ailier / Milieu offensif Pied fort Droit Parcours junior Années Club 1982-1994 Halmstads BK Parcours senior1 AnnéesClub 0M.0(B.) 1994-1998 Halmstads BK 092 (11) 1998-2007 Arsenal FC 318 (72) 2007-2008 W...
Italien aus dem Weltraum und die Erdkrümmung aus einer Höhe von 400 km (ISS) gesehen Video: Die Erdkrümmung veranschaulicht am Beispiel der Luftlinie zwischen Konstanz und Bregenz über den Bodensee hinweg Unter Erdkrümmung versteht man die Krümmung der großräumig betrachteten Erdoberfläche als Folge der Tatsache, dass die Form der Erde ungefähr einer Kugel entspricht. Ihre gekrümmte Oberfläche weicht daher von einer Tangentialebene ab, was am Beispiel der Meeresoberfläche sc...
Infinitely detailed mathematical structure For other uses, see Fractal (disambiguation). Sierpiński Carpet - Infinite perimeter and zero area Mandelbrot set at islands The Mandelbrot set: its boundary is a fractal curve with Hausdorff dimension 2. (Note that the colored sections of the image are not actually part of the Mandelbrot Set, but rather they are based on how quickly the function that produces it diverges.) Mandelbrot set with 12 encirclements Zooming into the boundary of the Mandel...
Moon of Jupiter KalykeKalyke imaged by the Canada-France-Hawaii Telescope in December 2001Discovery [1]Discovered byScott S. SheppardDavid C. JewittYanga R. FernandezEugene A. MagnierDiscovery siteMauna Kea ObservatoryDiscovery date23 November 2000DesignationsDesignationJupiter XXIIIPronunciation/ˈkæləkiː/[2]Named afterΚαλύκη KalykēAlternative namesS/2000 J 2AdjectivesKalykean /kæləˈkiːən/Orbital characteristics [3]Epoch 27 Ap...
This article is about the Greek region. For other uses, see Macedonia. Traditional region of GreeceMacedonia ΜακεδονίαTraditional region of Greece FlagEmblemAnthem: Μακεδονία ξακουστήMakedonia Ksakousti(Famous Macedonia)Macedonia (blue)Coordinates: 40°45′N 22°54′E / 40.750°N 22.900°E / 40.750; 22.900Country GreeceAdministrative regions[1]Eastern Macedonia and Thrace (in part)Central MacedoniaWestern MacedoniaEstablished191...