Erythrolamprus aesculapii
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Buddhadeb DasguptaDasgupta pada FFII 2014Lahir(1944-02-11)11 Februari 1944Anara, India BritaniaMeninggal10 Juni 2021(2021-06-10) (umur 77)Kolkata, Benggala Barat, IndiaKebangsaanIndiaWarga negaraIndiaPekerjaanPembuat film, penulis naskah dan pengarang Buddhadeb Dasgupta (11 Februari 1944 – 10 Juni 2021) adalah seorang penyair dan pembuat film berbahasa Bengali terkemuka asal India, yang dikenal atas film-film seperti Bagh Bahadur, Tahader Katha, Charachar dan Uttara. Lim...
Miss Celebrity Indonesia 2011Tanggal28 Oktober 2011TempatBalai Sarbini, JakartaPembawa acaraYuanita Christiani, Darius SinathryaPengisi acaraArmada, XO-IX, Sm*sh, Kotak, Syahrini, Cherrybelle, Afgan, Ridho Rhoma & Sonet 2 BandPenyiaranSCTVPeserta15PemenangSirena Elizabeth RotinsuluSulawesi UtaraMiss Celebrity PresentingYolanda StefanyJawa TimurMiss Celebrity Best HairMutya RochandyJawa BaratMiss Celebrity Best SkinMelda Mita PutriJakartaMiss Celebrity PhotogenicSirena Elizabeth ...
Fourth astrological sign of the zodiac For other uses, see Cancer (disambiguation). CancerZodiac symbolCrabDuration (tropical, western)June 20 – July 22 (2024, UT1)[1]ConstellationCancerZodiac elementWaterZodiac qualityCardinalSign rulerMoonDetrimentSaturnExaltationJupiterFallMars Astrology Background Worship of heavenly bodies History of astrology Astrology and astronomy Planets Behenian Classical Traditions, types, and systems Astrology and science Astrologers Astrological org...
National rail station in London, England Denmark Hill Denmark HillLocation of Denmark Hill in Greater LondonLocationDenmark HillLocal authorityLondon Borough of SouthwarkManaged byThameslinkStation codeDMKDfT categoryDNumber of platforms4AccessibleYes[1]Fare zone2National Rail annual entry and exit2018–19 6.955 million[2]– interchange 0.550 million[2]2019–20 6.817 million[2]– interchange 0.582 million[2]2020–21 2.343 million[2&...
H.Agus TantomoS.Tek., M.Bus. Bupati Berau ke-10Masa jabatan9 Januari 2021 – 17 Februari 2021 PenggantiMuhammad Gazali (plh.)Sri Juniarsih MasPelaksana TugasBupati BerauMasa jabatan5 Desember 2020 – 9 Januari 2021 PendahuluMuhammad Ramadhan (pjs.)PenggantiPetahanaPelaksana TugasBupati BerauMasa jabatan22 September 2020 – 26 September 2020 PendahuluMuharramPenggantiMuhammad Ramadhan (pjs.)Wakil Bupati BerauMasa jabatan17 Februari 2016 – 22 Septemb...
Japanese singer-songwriter (born 1990) miwaMiwa in 2014Background informationBorn (1990-06-15) 15 June 1990 (age 33)Hayama, Kanagawa, JapanGenres Pop pop rock Occupation(s) Singer songwriter Instrument(s) Vocals guitar piano[1] Years active2007–presentLabelsprivate[2] (2007–2008)Sony Music Entertainment Japan (2010–present)Websitewww.miwa-web.comMusical artist Miwa (stylised as miwa) (born 15 June 1990) is a Japanese singer-songwriter. She debuted in 2010 with the s...
本條目存在以下問題,請協助改善本條目或在討論頁針對議題發表看法。 此條目可参照英語維基百科相應條目来扩充。 (2022年12月23日)若您熟悉来源语言和主题,请协助参考外语维基百科扩充条目。请勿直接提交机械翻译,也不要翻译不可靠、低品质内容。依版权协议,译文需在编辑摘要注明来源,或于讨论页顶部标记{{Translated page}}标签。 此條目需要补充更多来源。 (2022年...
1977 single by Cheap TrickELO KiddiesDutch single coverSingle by Cheap Trickfrom the album Cheap Trick B-sideSpeak Now or Forever Hold Your PeaceReleasedFebruary 1977Recorded1976GenreRock, hard rockLength3:41LabelEpicSongwriter(s)Rick NielsenProducer(s)Jack Douglas ELO Kiddies is a song originally released by Cheap Trick on the 1977 album Cheap Trick. It was written by Rick Nielsen, Cheap Trick's lead guitarist and primary songwriter. It was released as a single twice, in 1977 as an A-side ba...
Ahmad I được đổi hướng đến đây. Để biết về những người khác có tên là Ahmed I và Ahmad I xem Ahmad I (định hướng). Ahmed ISultan Thổ Nhĩ Kỳ Sultan của đế quốc OttomanKhalip của Hồi giáoTại vị22 tháng 12 năm 1603 - 22 tháng 11 năm 1617Tiền nhiệmMehmed IIIKế nhiệmMustafa IThông tin chungSinh18 tháng 4 năm 1590Manisa, Thổ Nhĩ KỳMất22 tháng 11 năm 1617Thê thiếpMahfiruze Hatice SultanKösem SultanHậu duệ Hậ...
Voce principale: Karlsruher Sport-Club Mühlburg-Phönix. Karlsruher Sport-Club Mühlburg-PhönixStagione 1963-1964Sport calcio Squadra Karlsruhe Allenatore Kurt Sommerlatt Bundesliga13º posto Coppa di GermaniaQuarti di finale Maggiori presenzeCampionato: Marx (30)Totale: Marx (32) Miglior marcatoreCampionato: Geisert (7)Totale: Geisert (8) StadioWildparkstadion Maggior numero di spettatori55 000 vs. Stoccarda, Amburgo Minor numero di spettatori15 000 vs. Eintracht Francofort...
Overview of the various highway systems in several countries This article describes the highway systems available in selected countries. Albania Main article: Highways in Albania Map of Albanian motorways as of 2014. In Albania, major cities are linked with either new single/dual carriageways or well maintained state roads marked as SH (Rrugë Shtetërore). There is a dual carriageway connecting the port city of Durrës with Tirana, Vlorë, and partially Kukës. There are three official motor...
У этого термина существуют и другие значения, см. Третье отделение (значения). Третье отделениерус. дореф. Третье отдѣленіе Страна Российская империя Создана 1826 Распущена (преобразована) 1880 Предшественник Тайная канцелярия Преемник Охранное отделение Здание штаба От...
Species of bird American goshawk Juvenile (left) and adult by Louis Agassiz Fuertes Conservation status Least Concern (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Aves Order: Accipitriformes Family: Accipitridae Genus: Accipiter Species: A. atricapillus Binomial name Accipiter atricapillus(Wilson, A, 1812) Subspecies Accipiter atricapillus apache Accipiter atricapillus atricapillus Accipiter atricapillus laingi[2 ...
There are infinitely many prime numbers This article is about the theorem on the infinitude of prime numbers. For the theorem on perfect numbers and Mersenne primes, see Euclid–Euler theorem. For the theorem on the divisibility of products by primes, see Euclid's lemma. Euclid's theorem is a fundamental statement in number theory that asserts that there are infinitely many prime numbers. It was first proven by Euclid in his work Elements. There are several proofs of the theorem. Euclid's pr...
Cet article est une ébauche concernant une localité italienne et le Piémont. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Pino Torinese Armoiries Nom piémontais El Pin Administration Pays Italie Région Piémont Ville métropolitaine Turin Code postal 10025 Code ISTAT 001192 Code cadastral G678 Préfixe tel. 011 Démographie Gentilé pinesi Population 8 956 hab. (31-08-2021[1]) Densi...
MyspaceURLwww.myspace.comTipeLayanan jejaring sosialBersifat komersial?YaPendaftaranDibutuhkan untuk berbagai fasilitasBahasaMultibahasa (semula hanya berbahasa Inggris)PemilikViant TechnologyPembuatThomas AndersonChristopher DeWolfeBerdiri sejak2003NegaraAmerika Serikat Peringkat Alexa 5[1] StatusAktif Myspace (dahulu MySpace) merupakan sebuah situs jejaring sosial. Kantor pusatnya bertempat di Beverly Hills, California, dan berada dalam satu gedung perkantoran dengan pemilik langsun...
Giuseppe Signori Informasi pribadiTanggal lahir 17 Februari 1968 (umur 56)Tempat lahir Alzano Lombardo, ItaliaTinggi 1,71 m (5 ft 7+1⁄2 in)Posisi bermain Penyerang (sepak bola)Karier junior1981–1984 InternazionaleKarier senior*Tahun Tim Tampil (Gol)1984–1986 Leffe 38 (8)1986–1989 Piacenza 46 (6)1987–1988 → Trento (loan) 31 (3)1989–1992 Foggia 100 (46)1992–1997 Lazio 152 (117)1998 Sampdoria 17 (7)1998–2004 Bologna 142 (70)2004–2005 Iraklis 5 (0)2005...
Para otras personas del mismo nombre, véase Pedro Enríquez. Efigie de Pedro Enríquez en su tumba, realizada en 1520, y que se encuentra en el mausoleo de Los Ribera del Monasterio de Santa María de las Cuevas Pedro Enríquez de Quiñones (fallecido en 1493) fue un noble castellano, I señor de Tarifa y IV adelantado mayor de Andalucía. Vida Cartuja de Sevilla. Capilla del Capítulo, Panteón de la Casa de Ribera. Fue hijo segundogénito de Fadrique Enríquez, I conde de Melgar, II almir...
匈牙利语人名顺序为先姓后名。本条目中的译名遵从此顺序。 科瓦奇·帕尔Kovács Pál匈牙利重剑团体于1960年夏季奥运会,科瓦奇居中,盖赖维奇·奥洛达尔位于下方個人資料出生(1912-07-17)1912年7月17日 奥匈帝国德布勒森死亡1995年7月8日(1995歲—07—08)(82歲) 匈牙利布达佩斯項目佩剑手right-handed身高1.79米(5英尺10英寸)體重80公斤(176磅)俱樂部Honvéd Tiszti Vívó Klub ÖTG...
地球的Mollweide等面積投影地图 经度(λ) 經度線投射在圖上看似彎曲和垂直的線,但實際上是大圓的一半。 纬度(φ) 緯度線投射在圖上看似水平的平行線,但實際上是不同半徑的圓。有相同特定緯度的所有位置都在同一個纬线上。 赤道的緯度為0°,將行星平分為南半球和北半球。 纬度(φ)是地球表面一个點的南北地理位置的表示法。纬度与经度通常一起使用以确定地�...