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Leighton MeesterLeighton Meester nel 2017 Nazionalità Stati Uniti GenerePop[1]Adult alternative rock[1]Musica d'autore[1]Pop rockFolk musicIndie popRock alternativo Periodo di attività musicale2009 – in attività Album pubblicati2 Studio2 Modifica dati su Wikidata · Manuale Leighton Marissa Meester (Fort Worth, 9 aprile 1986[2]) è un'attrice, cantante ed ex modella statunitense, principalmente nota per il ruolo di Blair Waldor...
سميحة يلدرم معلومات شخصية الميلاد سنة 1954 (العمر 68–69 سنة) الحياة العملية المهنة سياسية تعديل مصدري - تعديل سميحة يلدرم (بالتركية: Semiha Yıldırım)، ( أرزنجان 1954 ) وهي معلمة تركية متقاعدة وزوجة بن علي يلدرم رئيس الوزراء التركي الأسبق ورئيس البرلمان التركي السابق.أ...
Women's 200 metre individual medley at the 2015 European GamesVenueAquatic PalaceDates26–27 JuneCompetitors40 from 25 nationsWinning time2:13.37Medalists Maxine Wolters Germany Ilaria Cusinato Italy Abbie Wood Great Britain Swimming at the2015 European GamesFreestyle50 mmenwomen100 mmenwomen200 mmenwomen400 mmenwomen800 mmenwomen1500 mmenwomenBackstroke50 mmenwomen100 mmenwomen200 mmenwomenBreaststroke50 mmenwomen1...
Character in As You Like It Fictional character JaquesAs You Like It characterJaques and the Wounded Stag by William Hodges (1790)Created byWilliam Shakespeare Jaques (variously /ˈdʒeɪkwiːz/ and /ˈdʒeɪkz/) is one of the main characters in Shakespeare's As You Like It. The melancholy Jaques, as he is known, is one of the exiled Duke Senior's noblemen who live with him in the Forest of Arden. Jaques takes no part in the unfolding of the plot, and confines himself to wry comment on the ac...
العملية التي لا تخطر على بال (بالإنجليزية: Operation Unthinkable) هو الاسم الذي أطلق على الخطة البريطانية للهجوم على الاتحاد السوفيتي خلال فترة نهاية الحرب العالمية الثانية في أوروبا. حيث وضعت الخطة بناءً على أوامر رئيس الوزراء البريطاني وقتها وينستون تشرشل عام 1945.[1] المراجع ^ O...
Dam in km from Bhawanipatna , OdishaIndravati Damଇନ୍ଦ୍ରାବତୀ ଜଳବନ୍ଧIndravati Dam at Hati Nadi (Kalahandi)Location of Indravati Damଇନ୍ଦ୍ରାବତୀ ଜଳବନ୍ଧ in IndiaOfficial nameUpper Indravati Power StationLocation120 km from Bhawanipatna , OdishaCoordinates19°16′34.8″N 082°49′42.4″E / 19.276333°N 82.828444°E / 19.276333; 82.828444Construction began1978Opening date2001Dam and spillwaysType...
Provincia de Quito Provincia constitucional de ultramar 1812-18141820-1822 BanderaCapital QuitoEntidad Provincia constitucional de ultramarIdioma oficial EspañolReligión CatólicaMoneda Real españolPeríodo histórico Monarquía hispánica • 1812 Promulgación de la Constitución de Cádiz • 1822 Abolición de la Constitución de Cádiz en 1814 y restauración durante el Trienio Liberal entre 1820 y 1822. Disolución final con la Capitulación de Quito en la Batalla de Pichin...
Village and civil parish in the East Lindsey district of Lincolnshire, England Human settlement in EnglandWest BarkwithAll Saints church remains, West BarkwithWest BarkwithLocation within LincolnshireOS grid referenceTF159805• London125 mi (201 km) SDistrictEast LindseyShire countyLincolnshireRegionEast MidlandsCountryEnglandSovereign stateUnited KingdomPost townMarket RasenPostcode districtLN8PoliceLincolnshireFireLincolnshireAmbulanceEast Midla...
Canadian Tamil-language television channel Television channel Tamil Entertainment TelevisionTamil Entertainment Television logoCountryCanadaBroadcast areaNationalHeadquartersToronto, OntarioProgrammingPicture format1080i (HDTV)OwnershipOwnerTamil Entertainment Television Inc.HistoryLaunchedDecember 13, 2012LinksWebsitetettvhd.com Tamil Entertainment Television (TET) is a Canadian exempt Category B Tamil language specialty channel. It is an entertainment channel and is owned by Tamil Entertain...
Bandar Udara Oitakenou大分県央飛行場Oitakenou HikōjyōFoto udara Bandar Udara Oitakenou (2013)IATA: noneICAO: ROITInformasiJenisPublikPengelolaPemerintah Prefektur ŌitaLokasiBungo-ōno, Ōita, Prefektur Ōita, JepangKetinggian dpl mdplPetaROITLokasi di JepangLandasan pacu Arah Panjang Permukaan m kaki 11/29 800 2.625 Aspal/Beton Bandar Udara Oitakenou (大分県央飛行場code: ja is deprecated , Ōitakenou Hikōjyō) (ICAO: ROIT) merupakan sebuah bandar udara yang terleta...
Wilayah persatuan Andaman dan Nicobar, Delhi dan Puducherry dikepalai oleh wakil gubernur. Sejak Delhi dan Puducherry memiliki pemerintahan sendiri dengan legislatur terpilih dan dewan menteri, peran wakil gubernur kebanyakan hanya sekadar seremonial, mirip dengan gubernur negara bagian. Empat wilayah persatuan lainnya—Chandigarh; Dadra dan Nagar Haveli; Daman dan Diu; dan Lakshadweep—diperintah oleh seorang administrator. Tidak seperti administrator dari wilayah lainnya, yang berasal dar...
American LGBT rights activist (1951–2002) For the Bolivian feminist and theorist, see Silvia Rivera Cusicanqui. Sylvia RiveraRivera, in the gay camp at the Christopher Street Piers c. 2000BornRay Rivera(1951-07-02)July 2, 1951New York City, USDiedFebruary 19, 2002(2002-02-19) (aged 50)New York City, USOccupation(s)Activist, Caterer, Entertainer[1]Known forGay liberation,[2] transgender activist, advocate for the homeless.[1] Sylvia Rivera (July 2, 1951 – ...
For other songs, see You Ain't Seen Nothin' Yet. 2012 single by Lisa Marie PresleyYou Ain't Seen Nothin' YetSingle by Lisa Marie Presleyfrom the album Storm & Grace ReleasedApril 10, 2012Recorded2012Length3:46LabelUniversal Republic RecordsSongwriter(s)Lisa Marie Presley, James Bryan McCollum, Sacha SkarbekProducer(s)T-Bone BurnettLisa Marie Presley singles chronology In the Ghetto (with Elvis Presley) (2007) You Ain't Seen Nothin' Yet (2012) You Ain't Seen Nothin' Yet is a song performed...
American TV series or program CrossbonesTitle cardGenreDrama AdventureCreated byNeil CrossJames V. HartAmanda WellesBased onThe Republic of Piratesby Colin WoodardStarringJohn MalkovichRichard CoyleClaire FoyYasmine Al MasriDavid HoflinChris PerfettiTracy IfeachorComposerMateo MessinaCountry of originUnited StatesOriginal languageEnglishNo. of seasons1No. of episodes9 (list of episodes)ProductionExecutive producersNeil CrossCiaran DonnellyTed GoldLaurie MacDonaldWalter F. ParkesProducers...
Halaman ini berisi artikel tentang krisis sosioeconomi dan politik di Venezuela. Untuk krisis presidensial 2019, lihat krisis presidensial Venezuela 2019. Untuk krisis lain di Venezuela, lihat Krisis Venezuela (disambiguasi). Crisis in VenezuelaTanggal2 Juni 2010[1] — sekarang(13 tahun, 6 bulan, 1 minggu dan 6 hari)Tokoh utama Hugo Chávez Nicolás Maduro Juan Guaidó Sebuah krisis politik sosioekonomi yang dimulai di Venezuela pada masa kepreside...
Some of this article's listed sources may not be reliable. Please help this article by looking for better, more reliable sources. Unreliable citations may be challenged or deleted. (October 2021) (Learn how and when to remove this template message) Indian revolutionary (1883–1916) Sohanlal PathakBorn(1883-01-07)7 January 1883Patti, Lahore district, Punjab, British India (now in Amritsar, Punjab, India)Died10 February 1916(1916-02-10) (aged 33)Mandalay, Burma, British India (now in Myan...
South Korean rapper (born 1988) Kwon Ji-yong redirects here. For G-Dragon's self-titled EP, see Kwon Ji Yong. In this Korean name, the family name is Kwon. G-DragonG-Dragon in 2023BornKwon Ji-yong (1988-08-18) August 18, 1988 (age 35)Seoul, South KoreaOther namesGDOccupationsRappersingersongwriterrecord producerentrepreneurfashion designerYears active1994–presentMusical careerGenresHip hopK-popdance-popR&BtrapInstrumentsVocalsLabelsYGMember ofBigBangGD & TOPGD X Taeya...
Zone in Amhara Region of Ethiopia Zone in Amhara, EthiopiaNorth Gondar ሰሜን ጎንደርSemien GondarZoneCountry EthiopiaRegion AmharaLargest cityGondarArea[1] • Total45,944.63 km2 (17,739.32 sq mi)Population (2007)[1] • Total2,929,628 • Density64/km2 (170/sq mi) Map of the regions and zones of Ethiopia North Gondar (Amharic: ሰሜን ጎንደር; or Semien Gondar) is a zone in the Amhara Region of E...
Diagram showing queueing system equivalent of a hyperexponential distribution In probability theory, a hyperexponential distribution is a continuous probability distribution whose probability density function of the random variable X is given by f X ( x ) = ∑ i = 1 n f Y i ( x ) p i , {\displaystyle f_{X}(x)=\sum _{i=1}^{n}f_{Y_{i}}(x)\;p_{i},} where each Yi is an exponentially distributed random variable with rate parameter λi, and pi is the probability that X will take on the form o...
لا يزال النص الموجود في هذه الصفحة في مرحلة الترجمة إلى العربية. إذا كنت تعرف اللغة المستعملة، لا تتردد في الترجمة. (أبريل 2020) الجداول التالية مقارنة عامة ومعلومات تقنية عن عدد من أنظمة الملفات. معلومات عامة نظام الملفات المنشئ سنة الظهور نظام العمليات الاصلي operating system DECtape ...