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Pioggia di ricordiTaeko sul treno in una scena del filmTitolo originaleおもひでぽろぽろ Paese di produzioneGiappone Anno1991 Durata118 min Rapporto1,85:1 Genereanimazione RegiaIsao Takahata SoggettoHotaru Okamoto e Yūko Tone (manga) SceneggiaturaIsao Takahata ProduttoreToshio Suzuki, Yasuyoshi Tokuma Produttore esecutivoHayao Miyazaki Casa di produzioneStudio Ghibli FotografiaHisao Shiraishi MontaggioTakeshi Seyama MusicheKatsu Hoshi StoryboardYoshiyuki Momose Art directorKazuo Oga D...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2019) رون إموري معلومات شخصية الميلاد 5 أغسطس 1962 (61 سنة) لينووود، لوس أنجليس، كاليفورنيا مواطنة الولايات المتحدة الحياة العملية المهنة مغني، وكاتب أغ�...
Die ungefähre Position des Weinbergs, wo sich auch die Hoenborg befunden haben soll. Weinberg ist der Name eines ehemaligen Grabhügels in Flensburg-Weiche, von dem nur der gleichnamige Flurname zurückblieb. Einer Sage nach soll sich im dortigen Gebiet die Burg Hoenborg befunden haben.[1] Inhaltsverzeichnis 1 Hintergrund 1.1 Lage und Umgebung des Weinberges 1.2 Die Hoenborg beim Weinberg 1.3 Ausgrabung und Planierung 1939/1940 1.4 Das Gebiet des Weinberges heute 2 Einzelnachweise 3 ...
BunyoroBunyoro-Kitara ReinoBanderaEscudo Ubicación del Reino de BunyoroCoordenadas 1°29′03″N 31°07′57″E / 1.4841666666667, 31.1325Capital HoimaIdioma oficial Ruñoro (ru-nyoro)Entidad Reino • País Uganda • Región Grandes Lagos de ÁfricaFundación• Creación• Protectorado de Uganda s. XIII1899Superficie • Total 18578 km²Población • Total 1 400 000 hab. • Densidad 75,36 hab/km²[editar...
2017 British filmRomansFilm posterDirected byLudwig ShammasianPaul ShammasianWritten byGeoff ThompsonProduced byJasper GrahamJames HarrisMark LaneSheetal Vinod TalwarStarringOrlando BloomJanet MontgomeryCharlie Creed-MilesAnne ReidAlex FernsJosh MyersCinematographyFelix WiedemannEdited byPaul ShammasianMusic byStephen HiltonProductioncompaniesDreamscapeTea Shop & Film CompanyWorldwide Entertainment GroupRelease date 1 July 2017 (2017-07-01) (EIFF) CountryUnited KingdomL...
Curling pada Universiade Musim Dingin 2007LokasiIstana Es PineroloPinerolo, Provinsi TorinoTanggal18–26 Januari 2007Jumlah disiplin2← 20052009 → Curling pada Universiade Musim Dingin 2007 adalah pelaksanaan cabang olahraga curling pada penyelenggaraan Universiade Musim Dingin 2007. Kompetisi pada cabang olahraga ini berlangsung di Istana Es Pinerolo, Pinerolo, Provinsi Torino, sejak tanggal 18 hingga 26 Januari 2007. Edisi ini menandingkan 2 nomor, yakni putra dan putr...
2012 video gameBloodforgeDeveloper(s)Climax StudiosPublisher(s)Microsoft StudiosDirector(s)Roger Carpenter Glenn Brace Earnest YuenProducer(s)Murray Andrews James Sharman Rhys CadleDesigner(s)Craig Ledski Leigh Alexander Taylor Károly KassziánProgrammer(s)Dave Owens Gareth LewisArtist(s)Mike Oakley Nick Hodgson Joel MongeonWriter(s)James Smythe Richard BryantComposer(s)Aaron Miller[1]EngineUnreal Engine 3Platform(s)Xbox 360ReleaseApril 25, 2012Genre(s)Action, hack and slashMode(s)Si...
فيليرون تقسيم إداري البلد اليونان [1] إحداثيات 40°41′28″N 23°00′15″E / 40.69111111°N 23.00416667°E / 40.69111111; 23.00416667 السكان التعداد السكاني 5495 (إحصاء السكان) (2011) معلومات أخرى التوقيت ت ع م+02:00 (توقيت قياسي)، وت ع م+03:00 (توقيت صيفي) الرمز الجغرافي 736245 تعديل مصدر...
2012 video gameAmnesia Fortnight 2012Developer(s)Double Fine ProductionsPublisher(s)Double Fine ProductionsDesigner(s)Brandon DillonJP LeBretonAndy WoodLee PettyLevi RykenBrad MuirTasha HarrisNathan MartzEngineBuddha, MoaiPlatform(s)Microsoft WindowsReleaseWW: November 19, 2012Genre(s)VariousMode(s)Single-player, multiplayer Amnesia Fortnight 2012 is a bundle of prototypes made during a two-week public prototyping session in 2012 by Double Fine Productions, which was held in conjunction with ...
البوابة القمرية المشغل ناسا، ووكالة الفضاء الاتحادية الروسية، ووكالة الفضاء الأوروبية، ومنظمة استكشاف الفضاء اليابانية، ووكالة الفضاء الكندية مواصفات وإحصائيات تاريخ الإطلاق نوفمبر 2024 منصة الإطلاق فالكون الثقيل تعديل مصدري - تعديل البواب...
طالع موكة تقسيم إداري البلد المغرب الجهة الرباط سلا القنيطرة الإقليم القنيطرة الدائرة أحواز القنيطرة الجماعة القروية عامر السفلية المشيخة لعيايدة السكان التعداد السكاني 108 نسمة (إحصاء 2004) • عدد الأسر 13 معلومات أخرى التوقيت ت ع م±00:00 (توقيت قياسي)[1]، وت ع م+01:00...
Football clubMFC AyatFull nameAyat Rudny Mini-Football ClubFounded1985GroundGornyak Sportcomplex, Rudny, KazakhstanCapacity1,500ChairmanKairat KazbekovManagerKanat TalakpaevLeaguePremier League2014-153WebsiteClub website Ayat Rudny Mini-Football Club is a futsal club based in Rudny, a city of Kostanay Province. The club was founded in 1985 and its home court is the Gornyak Sportcomplex with capacity of 1,500 seated spectators. History The club was created under the name Stroitel in 1985. Ayr ...
United States historic placeFord City ArmoryU.S. National Register of Historic Places Show map of PennsylvaniaShow map of the United StatesLocation301 Tenth St., Ford City, PennsylvaniaCoordinates40°46′18″N 79°31′55″W / 40.77167°N 79.53194°W / 40.77167; -79.53194Area0.3 acres (0.12 ha)Built1930Built byHatten, ClydeArchitectKuntz, Joseph F.Architectural styleModerneMPSPennsylvania National Guard Armories MPSNRHP reference No.89002074[...
Iranian expendable launch vehicle SimorghThe Simorgh space launch vehicle.FunctionSmall-lift space launch vehicleCountry of origin IranSizeHeight26.5 m (87 ft)Diameter2.4 m (7 ft 10 in) first stage, 1.5 m (4 ft 11 in) second stageMass87 t (192,000 lb)Stages2Capacity Payload to LEO 200 kmMass800 kg (1,800 lb)[1]Payload to LEO 500 kmMass150 kg (330 lb) Associated rocketsFamilyDerived from SafirLaunch historyStatu...
French radio and television presenter Elsa FayerBorn (1974-11-09) 9 November 1974 (age 49)Occupation(s)Television presenter, radio presenterYears active1998–presentNotable credit(s)Qui veut épouser mon fils ?Mon incroyable fiancé10 Couples ParfaitsTelevisionM6 GroupFrance TélévisionsTF1 Group Elsa Fayer (born 9 November 1974) is a French radio and television presenter. Early life and education Elsa Fayer made her television debut in 1984 at the age of nine in the program ...
This article is part of a series on theCulture of Peru History Norte Chico civilization 3500 BC-1800 BC Chavín culture 900 BC-200 BC Moche culture 100-700 Tiwanaku empire 550-1000 Wari Empire 6th century-1438 Kingdom of Cusco 1197-1438 Inca Empire 1438-1572 Viceroyalty of Peru 1542-1821 Republic of Peru 1821-present Cultural heritage of Peru Arts and literature Pre-Columbian art Peruvian art Contemporary art Inca architecture Architecture Literature Colonial literature Modernism Comics Write...
中華民國省長得票率是從1994年起中華民國舉行的省長直接民選。由於國共內戰以來動亂的政治情勢,導致省自治遲遲無法實行,故並非普選產生,而是由中央政府派任的政務官。1994年實施《省縣自治法》後,實行地方自治,其他省分均為淪陷,無法實施公民直選,所以只剩下台灣省、台北市和高雄市進行選舉。 而後1997年中華民國憲法修正後,台灣省政府進行功能業務與組�...
Wood is an example of an orthotropic material. Material properties in three perpendicular directions (axial, radial, and circumferential) are different. In material science and solid mechanics, orthotropic materials have material properties at a particular point which differ along three orthogonal axes, where each axis has twofold rotational symmetry. These directional differences in strength can be quantified with Hankinson's equation. They are a subset of anisotropic materials, because thei...
Species of amphibian Oophaga sylvatica Conservation status Near Threatened (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Amphibia Order: Anura Family: Dendrobatidae Genus: Oophaga Species: O. sylvatica Binomial name Oophaga sylvatica(Funkhouser, 1956)[2] Synonyms Dendrobates histrionicus sylvaticus Funkhouser, 1956 Dendrobates sylvaticus Funkhouser, 1956 Oophaga sylvatica, sometimes known as its Spanish name diabl...
Braket Lie beralih ke halaman ini. Untuk operasi pada bidang vektor, lihat Braket Lie bidang vektor. Grup Lie Grup klasik Linear umum GL(n) Linear khusus LK(n) Ortogonal O(n) Ortogonal khusus OK(n) Uniter U(n) Uniter khusus UK(n) Simplektik Sp(n) Grup Lie sederhana Klasik An Bn Cn Dn Eksepsional G2 F4 E6 E7 E8 Grup Lie lainnya Lingkaran Lorentz Poincaré Grup konformal Difeomorfisme Loop Euklides Aljabar Lie Korespondensi grup Lie–aljabar Lie Peta eksponensial Representasi adjoin Bentuk Kil...