The Shawshank Redemption
|
Read other articles:
Schema di organizzazione funzionamento di un processo di business intelligence attraverso data warehouse e data mart Con la locuzione business intelligence (BI) ci si può solitamente riferire a: un insieme di processi aziendali per raccogliere dati ed analizzare informazioni strategiche; la tecnologia utilizzata per realizzare questi processi; le informazioni ottenute come risultato di questi processi. Questa espressione è stata coniata nel 1958 da Hans Peter Luhn, ricercatore e inventore t...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Maret 2016. Bandar Udara Quang TriIATA: VDHICAO: unknownInformasiJenisPublikPengelola?Lokasiprovinsi Quang TriZona waktuUTC+7Koordinat{{{coordinates}}} Bandar Udara Quang Tri ((Vietnam): Sân bay Quang Tri) (kode IATA: ?; kode ICAO: ?) adalah sebuah bandar udara yan...
Synapha Synapha vitripennis Klasifikasi ilmiah Kerajaan: Animalia Filum: Arthropoda Kelas: Insecta Ordo: Diptera Famili: Mycetophilidae Genus: Synapha Synapha adalah genus lalat yang tergolong famili Mycetophilidae. Lalat ini juga merupakan bagian dari ordo Diptera, kelas Insecta, filum Arthropoda, dan kingdom Animalia. Lalat dalam genus ini biasanya dapat ditemui di tempat lembap. Referensi Bisby F.A., Roskov Y.R., Orrell T.M., Nicolson D., Paglinawan L.E., Bailly N., Kirk P.M., Bourgoin T....
Halaman ini berisi artikel tentang kuil di kota Sakurai. Untuk kuil bernama sama, lihat Ōmiwa Shrine (disambiguasi). Ōmiwa jinja大神神社Torii besar di depan Gunung MiwaAgamaAfiliasiShintoDewaŌmononushiŌnamuchiSukunahikona-no-kamiGunung MiwaLokasiLokasi1422 Miwa, Sakurai-shi, Nara-kenShown within JepangKoordinat34°31′44″N 135°51′10″E / 34.52889°N 135.85278°E / 34.52889; 135.85278Koordinat: 34°31′44″N 135°51′10″E / 34.52889°...
Pulau Kea Kea merupakan sebuah pulau di Yunani. Pulau ini terletak di bagian selatan. Tepatnya di region Aegea Selatan. Pulau ini memiliki luas wilayah 128,9 km². Dengan memiliki jumlah penduduk sebesar 2.417 jiwa (2001). Pulau ini memiliki kepadatan penduduk sebesar 19 jiwa/km². Pranala luar Official Island website An 1885 travel guide to Keos (Zea) Diarsipkan 2003-05-26 di Wayback Machine., an excerpt from James Theodore Bent's The Cyclades, or Life among the Insular Greeks Artikel b...
14th Independent Spirit AwardsDateMarch 20, 1999SiteSanta Monica, California, U.S.Hosted byQueen LatifahHighlightsBest FilmGods and MonstersMost awardsGods and Monsters (3)Most nominationsAffliction (6) ← 13th Independent Spirit Awards 15th → The 14th Independent Spirit Awards, honoring the best in independent filmmaking for 1998, were announced on March 20, 1999. It was hosted by Queen Latifah.[1] [2][3] Nominees and winners Wes Anderson, Best D...
Duta besar India memperkenalkan permainan catur Shatranj (bahasa Hindi: शतरंज, bahasa Arab: شطرنج, dari Persia Tengah chatrang چترنگ), adalah bentuk lama dari catur, yang dibawa ke Dunia Barat oleh orang-orang Persia dan kemudian orang-orang Yunani, dan akhirnya dari India melalui Kekaisaran Sassanian Persia.[1] Catur modern secara bertahap dikembangkan dari permainan ini. Referensi ^ Jean-Louis Cazaux (2012-04-20). Shatranj. History.chess.free.fr. Diakses tanggal ...
Local museum in Oxfordshire, United KingdomAbingdon County Hall MuseumView of the County Hall building that houses the museum.Location within OxfordshireEstablished1678–1683 (building) 1919 (museum collection)LocationAbingdon, Oxfordshire, United KingdomCoordinates51°40′12″N 1°16′53″W / 51.67°N 1.2815°W / 51.67; -1.2815TypeLocal museumCollection sizeLocal historyOwnerAbingdon Town CouncilWebsitewww.abingdon.gov.uk/partners/abingdon-county-hall-museum Lis...
Contea di ReaganconteaContea di Reagan – VedutaTribunale della contea LocalizzazioneStato Stati Uniti Stato federato Texas AmministrazioneCapoluogoBig Lake Data di istituzione1903 TerritorioCoordinatedel capoluogo31°21′36″N 101°31′12″W / 31.36°N 101.52°W31.36; -101.52 (Contea di Reagan)Coordinate: 31°21′36″N 101°31′12″W / 31.36°N 101.52°W31.36; -101.52 (Contea di Reagan) Superficie3 046 km² Abitanti3 367 (...
НаукаНейрофизиология Медиафайлы на Викискладе Нейрофизиология — раздел физиологии, изучающий функции нервной системы, наряду с нейроморфологическими дисциплинами. Нейрофизиология — теоретическая основа неврологии[1]. Она тесно связана с нейробиологией,...
Tiang matarumah Siwabessy di Baileo Ullath Siwabessy, dikenal pula sebagai Pesisamalo adalah matarumah atau fam (marga) Ambon yang berasal dari Pulau Saparua. Matarumah ini merupakan fam asli Ullath[1] dan dalam tatanan adat di negeri tersebut, berkedudukan sebagai kepala Soa Hatulessy.[2] Terdapat sebuah nyanyian yang mengisahkan sejarah hubungan gandong antara Negeri Buano, Oma, dan Ullath. Dalam nyanyian tersebut dikisahkan bahwa nenek moyang matarumah Hitimala dari Buano, ...
Argentine footballer (born 1985) Ignacio Piatti Piatti playing for Montreal Impact in 2015Personal informationFull name Ignacio Alberto PiattiDate of birth (1985-02-04) 4 February 1985 (age 39)Place of birth General Baldissera, ArgentinaHeight 1.81 m (5 ft 11 in)Position(s) WingerYouth career2000 Club Mitre de General BaldisseraSenior career*Years Team Apps (Gls)2004–2006 Chacarita Juniors 50 (11)2006 Saint-Étienne 4 (0)2007–2009 Gimnasia LP 81 (10)2009–2010 Indepen...
Prime Minister of theSahrawi Arab Democratic Republicالوزير الأول في الصحراء الغربية (Arabic)Primer Ministro de la República Árabe Saharaui Democrática (Spanish)Coat of arms of the Sahrawi Arab Democratic RepublicIncumbentBouchraya Hammoudi Bayounsince 13 January 2020ResidenceSahrawi refugee camps, Tindouf, AlgeriaAppointerBrahim Ghali,as President of the Sahrawi Arab Democratic RepublicInaugural holderMohamed Lamine Ould AhmedFormation27 February ...
American rugby union player (b. 1891) Rugby playerJoseph McKimMcKim with the US team in 1912 (pictured front row, third from left)Full nameJoseph Louis McKimDate of birth(1891-08-25)August 25, 1891Place of birthLos Refugios, Sonora, MexicoDate of deathJuly 25, 1965(1965-07-25) (aged 73)Place of deathSan Diego, CaliforniaSchoolPomona High SchoolUniversityUniversity of CaliforniaRugby union careerPosition(s) PropAmateur team(s)Years Team Apps (Points)1910–c. 1914 University of Californi...
Administrative division of Uttar Pradesh, India Gorakhpur division Gorakhpur division is one of the 18 administrative geographical units (i.e. division) of the northern Indian state of Uttar Pradesh. Gorakhpur city is the administrative headquarters of the division. The division consists of 4 districts.[1] PlaceCommissionery OfficeGovernment • Divisional CommissionerJayant Narlikar[2][3] Districts Gorakhpur Deoria Kushinagar Maharajganj History In the year ...
Trust in which the beneficiary, if of legal age, can claim the assets at any time Wills, trustsand estates Part of the common law series Wills Legal history of wills Joint wills and mutual wills Will contract Codicil Holographic will Oral will Sections Attestation clause Residuary clause Incorporation by reference Contest Testamentary capacity Undue influence Insane delusion Fraud No-contest clause Property disposition Lapse and anti-lapse Ademption Abatement Satisfaction of legacies Acts of ...
كأس روسيا لكرة القدم 1998–99 تفاصيل الموسم كأس روسيا النسخة 7 البلد روسيا التاريخ بداية:8 مايو 1998 نهاية:26 مايو 1999 المنظم الاتحاد الروسي لكرة القدم البطل زينيت سانت بطرسبرغ مباريات ملعوبة 145 عدد المشاركين 157 كأس روسيا لكرة القدم 1997–98 كأس روسيا ...
日本內閣第三次安倍第三次改造内閣だいさんじあべだいさんじかいぞうないかく全體閣員在任命儀式(日语:認証官)後合影(2017年8月3日)內閣總理大臣安倍晉三(第97任)成立日期2017年8月3日總辭日期2017年11月1日執政黨/派系自由民主黨、公明黨(自公連立政權)內閣閣僚名簿(首相官邸) 第三屆安倍第三屆改組内閣(日语:第三次安倍第三次改造内閣/だいさ�...
Type of mathematical link 41 knot In mathematics, a hyperbolic link is a link in the 3-sphere with complement that has a complete Riemannian metric of constant negative curvature, i.e. has a hyperbolic geometry. A hyperbolic knot is a hyperbolic link with one component. As a consequence of the work of William Thurston, it is known that every knot is precisely one of the following: hyperbolic, a torus knot, or a satellite knot. As a consequence, hyperbolic knots can be considered plentiful. A ...
Large annual open Tamil cultural festival held in the city of Chennai This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Chennai Sangamam – news · newspapers · books · scholar · JSTOR (August 2020) (Learn how and when to remove this message) Koothu performance at Chennai Sangamam Chennai Sangamam (Tamil: சென்னை சங்கமம்) is a large...