Audiografi Terbaik (Penghargaan Film Nasional)
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You can help expand this article with text translated from the corresponding article in Georgian. (December 2019) Click [show] for important translation instructions. View a machine-translated version of the Georgian article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wiki…
Japanese manga and anime series This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Yu-Gi-Oh! Zexal – news · newspapers · books · scholar · JSTOR (September 2011) (Learn how and when to remove this message) Yu-Gi-Oh! Zexal遊☆戯☆王ZEXAL(Yūgiō Zearu)GenreAdventure, fantasy[1]Created byKazuki Tak…
1985 (1985) United Kingdom budgetPresented19 March 1985Parliament49thPartyConservative PartyChancellorNigel Lawson ‹ 19841986› The 1985 United Kingdom budget was delivered by Nigel Lawson, the Chancellor of the Exchequer, to the House of Commons on 19 March 1985. The second budget to be presented by Lawson, it was held shortly after the end of the year-long 1984–85 miners' strike. The chancellor said the cost of the strike on public borrowing had impacted on his plans for tax red…
Francisca Merino Francisca Merino Données clés Nom de naissance María Francisca Merino Garrido Alias Pancha Merino Naissance 9 mai 1973 (51 ans) Santiago, Province de Santiago du Chili, Région métropolitaine de Santiago, Chili Nationalité Chilienne Profession Actrice Présentatrice de télévision Ascendants Ernesto Merino (Père) Conjoint Claudio Labbé Descendants 2 modifier Francisca Merino (née María Francisca Merino Garrido le 9 mai 1973 à Santiago), est une actrice et p…
У статті наведено матеріали стосовно тимчасово невстановлених осіб, що загинули під час російсько-української війни. Див. також: Втрати силових структур внаслідок російського вторгнення в Україну Зміст 1 Законодавча норма 2 Звіти 3 Поховання тимчасово невстановлених війс…
Not to be confused with List of Native Americans of the United States or List of indigenous people of the Americas. Lists of Americans By US state By ethnicity or nationality Afghan African Americans African-American Jews Albanian Algerian Amish Angolan Antiguan and Barbudan Arab Argentine Armenian Asian Assyrian Australian Austrian Azerbaijani Bahamian Baloch Bangladeshi Barbadian Basque Belarusian Belgian Belizean Beninese Berber Bermudian Bissau-Guinean Bolivian Bosnian Brazilian British Bulg…
The Black DahliaPromotional PosterSutradaraBrian De PalmaProduserArt LinsonRudy CohenMoshe DiamantSkenarioJosh FriedmanBerdasarkanNovel:James EllroyPemeranJosh HartnettAaron EckhartScarlett JohanssonHilary SwankMia Kirshner Rose McGowanPenata musikMark IshamSinematograferVilmos ZsigmondPenyuntingBill PankowDistributorUniversal Studios (AS)Paramount Pictures (Amerika Latin)Tanggal rilis 15 September 2006 (2006-09-15) Durasi122 menitNegaraAmerika SerikatBahasaInggrisAnggaran$40 million …
В Википедии есть статьи о других людях с фамилией Сакамото. Каори Сакамотояп. 坂本 花織 На Гран-при Хельсинки (2018) Персональные данные Гражданство Япония Дата рождения 9 апреля 2000(2000-04-09) (24 года) Место рождения Кобе, Япония Рост 159 см Тренер Соноко НаканоМицуко ГрэмСей Кавахара…
2012 2022 Élections législatives de 2017 dans le Val-de-Marne 11 sièges de députés à l'Assemblée nationale 11 et 18 juin 2017 Type d’élection Élections législatives Campagne 22 mai au 10 juin12 juin au 16 juin Débat(s) 4e circonscription : débat public à l'initiative du candidat PS Zakaria Zaïdane le 4 juin au théâtre Lafaille de Chennevières-sur-Marne[1](1er tour)11e circonscription : le 7 juin organisé par Jorge Carvalho au restaurant Barbaresc…
Annual U.S. temperature compared to the 20th-century average for each U.S. Climate Normals period from 1901–1930 to 1991–2020. Climatological normal or climate normal (CN) is a 30-year average of a weather variable for a given time of year.[1] Most commonly, a CN refers to a particular month of year, but it may also refer to a broader scale, such as a specific meteorological season.[2] More recently, CN have been reported for narrower scales, such as day of year and even hour…
Defunct American motor vehicle manufacturer The Bour-Davis was an American automobile manufactured from 1916 until 1922. The car took its name from two of the founders of the company; Robert C Davis and Charles J Bour.[1] Production of the car was started in Detroit, before moving to Frankfort, Indiana in 1917.[1] In 1918, the automobile's manufacturing rights were acquired by the Louisiana Motor Car Company and production was moved to Cedar Grove, Louisiana.[2] A distinc…
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 Desember 2022. Franz Anton Maulbertsch's The Quack (c. 1785) menunjukkan ahli bedah-cukur yang sedang bekerja. Ahli bedah-cukur, salah satu praktisi medis Eropa yang paling umum pada Abad Pertengahan, umumnya bertugas merawat tentara selama dan setelah pertempuran. Di …
British politician (1909–1994) The Right HonourableThe Lord ThorneycroftCH PCby Walter Stoneman, 1948Chancellor of the ExchequerIn office13 January 1957 – 6 January 1958Prime MinisterHarold MacmillanPreceded byHarold MacmillanSucceeded byDerick Heathcoat-AmoryChairman of the Conservative PartyIn office11 February 1975 – 14 September 1981LeaderMargaret ThatcherPreceded byWilliam WhitelawSucceeded byCecil ParkinsonSecretary of State for Defence[a]In office13 Jul…
For other uses, see The Day After Tomorrow (disambiguation). 2008 studio album by Joan BaezDay After TomorrowStudio album by Joan BaezReleasedSeptember 9, 2008RecordedDecember 2007 – March 2008StudioSound Emporium, Nashville, Tennessee; Room & Board Recording, NashvilleGenreFolkLabelProperProducerSteve EarleJoan Baez chronology Bowery Songs(2005) Day After Tomorrow(2008) Whistle Down the Wind(2018) Professional ratingsReview scoresSourceRatingAllMusic[1]Rolling Stone[2&…
Ганс Шаруннем. Hans Scharoun Основные сведения Страна Германия[3] Дата рождения 20 сентября 1893(1893-09-20)[1][2][…] Место рождения Бремен, Германская империя[4][5] Дата смерти 25 ноября 1972(1972-11-25)[1][2][…] (79 лет) Место смерти Западный Берлин, Германи…
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يونيو 2019) نيها أهوجا معلومات شخصية الميلاد 27 سبتمبر 1981 (43 سنة) دلهي مواطنة الهند الحياة العملية المدرسة الأم جامعة كولورادو بولدر المهنة متزحلقة الر…
قلعة ساربان تقسيم إداري البلد إيران إحداثيات 32°32′57″N 52°13′47″E / 32.5492°N 52.2297°E / 32.5492; 52.2297 تعديل مصدري - تعديل قلعة ساربان هي قرية في مقاطعة أصفهان، إيران. عدد سكان هذه القرية هو 189 في سنة 2006.[1] مراجع ^ تعداد سكان جمهورية إيران الإسلامية، 1385 / 2006. جمهورية …
L'anomalia eccentrica è il valore angolare ausiliario usato per correlare l'anomalia vera, cioè quella osservata, con quella media,[1][2] cioè quella calcolata. L'anomalia è data dall'angolo E tra la linea degli apsidi e la linea tra il centro geometrico dell'ellisse e la proiezione del pianeta sul cerchio ausiliario di raggio pari al semiasse maggiore dell'ellisse. Nella meccanica celeste questo tipo di anomalia è un parametro angolare che serve per definire la posizione di…
Scientific publication database FSTA – Food Science and Technology AbstractsProducerIFIS PublishingLanguages29 LanguagesCoverageDisciplinesSciences of Food and HealthTemporal coverage1969-present FSTA, also known as FSTA – Food Science and Technology Abstracts, is produced by IFIS Publishing. FSTA is a bibliographic abstracting and indexing (A&I) database of scientific and technological research and information relating to food, beverages, and nutrition. It contains over 1,400,000 indexe…
Points and lines with equal incidences This article is about points and lines. For incidences of polytopes, see Configuration (polytope). Configurations (4362) (a complete quadrangle, at left) and (6243) (a complete quadrilateral, at right). In mathematics, specifically projective geometry, a configuration in the plane consists of a finite set of points, and a finite arrangement of lines, such that each point is incident to the same number of lines and each line is incident to the same number of…